tag:blogger.com,1999:blog-34407679734932787332024-03-14T04:51:02.861-04:00Bucknell PhilosophyNews, Events, Lunch Chats, and general discussion from the Philosophy Department at Bucknell University.Matthew Slaterhttp://www.blogger.com/profile/03285127288397492410noreply@blogger.comBlogger113125tag:blogger.com,1999:blog-3440767973493278733.post-4869352062506076042016-11-06T22:28:00.002-05:002016-11-06T22:29:20.526-05:00Food for Thought: The Philosophy of Food<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;"><span style="font-size: large;">Food for </span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-yGSX_ChhSUEyl9MvZMYdsjh6evuLgjVv-McKwzI_ldmaw9chW2QSL0P717-hIJpDsxyqdvbj_2_DYZ7Ihpw8Yq0s9IU7hQBIiO1glxDKkKCj5wEC8Y_j8QzDjzR02CUTJhZYtbTi4PQ/s1600/Food+for+thought+phil+of+food.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-yGSX_ChhSUEyl9MvZMYdsjh6evuLgjVv-McKwzI_ldmaw9chW2QSL0P717-hIJpDsxyqdvbj_2_DYZ7Ihpw8Yq0s9IU7hQBIiO1glxDKkKCj5wEC8Y_j8QzDjzR02CUTJhZYtbTi4PQ/s400/Food+for+thought+phil+of+food.jpg" width="301" /></a></div>
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;"><span style="font-size: large;">Thought: </span></span><br />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;"><span style="font-size: large;">The Philosophy of Food</span><br />Discussion Facilitated <br /> by Philosophy Major <br /> Gabi Hitel, '18 </span><br />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;">Thursday, November 10, 2016 12-1 PM</span><br />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;">Willard Smith Library, Vaughan Literature Building, Room 125</span><br />
<br style="background-color: white; color: #4b4f56; font-family: Helvetica, Arial, sans-serif;" />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;">Are you what you eat? Should we all be vegans? How do we understand our relationship with food? Come join us for a conversation on the philosophical understanding of food! </span><br />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;"><br /></span>
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;">All are welcome and encouraged to join! </span><br />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;"><br /></span>
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;">We hope to see you there for our last Food for Thought of the semester! </span><br />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;"><br /></span>
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;">Lunch will be provided.</span><br />
<br style="background-color: white; color: #4b4f56; font-family: Helvetica, Arial, sans-serif;" />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif;">The Philosophy Club, Bucknell Chapter of Phi Sigma Tau, and Dept. of Philosophy</span><br />
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br /></span>
<span style="background-color: white; color: #4b4f56; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br /></span>Sheila Lintotthttp://www.blogger.com/profile/07247390427373471002noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-37239771723767223042016-08-08T17:04:00.003-04:002016-08-08T17:04:42.049-04:00The Department of Philosophy Welcomes a New Postdoctoral Fellow in Philosophy of Race: Dr. Adam Burgos! Dr. Adam Burgos joins the faculty of the Department of Philosophy in August 2016 for a one-year fellowship through the <a href="http://www.gettysburg.edu/about/offices/provost/cfd/" target="_blank">The Consortium for Faculty Diversity at Liberal Arts Colleges</a>.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNznLWzgM8exdwzw-Gk4UhagsZb-2518tgqDEB8kQLZ2aKPqzxEkQavxA64WBGPOwvBvk2jrlXrSkDxc8N8FtJZqS1GXDJjT7B82FImxITY2N5p-PLhsiF-Gwe9I5aWP_wOjrdfI00Ao0/s1600/s200_adam.burgos.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNznLWzgM8exdwzw-Gk4UhagsZb-2518tgqDEB8kQLZ2aKPqzxEkQavxA64WBGPOwvBvk2jrlXrSkDxc8N8FtJZqS1GXDJjT7B82FImxITY2N5p-PLhsiF-Gwe9I5aWP_wOjrdfI00Ao0/s200/s200_adam.burgos.jpg" width="160" /></a></div>
As postdoctoral fellow at Bucknell, Dr. Burgos will share his teaching and research expertise in social and political philosophy, including philosophy of the Americas, and on issues surrounding resistance and political identity as they relate to democracy, equality and legitimacy. His book, <i>Political Philosophy and Political Action: Imperatives of Resistance</i>, will be released in December 2016 by Rowman & Littlefield International (available for preorder on the publisher's <a href="https://rowman.com/ISBN/9781786600080/Political-Philosophy-and-Political-Action-Imperatives-of-Resistance" target="_blank">webpage</a> and on <a href="https://www.amazon.com/Political-Philosophy-Action-Imperatives-Resistance/dp/1786600099/ref=sr_1_2?ie=UTF8&qid=1470690062&sr=8-2&keywords=adam+burgos" target="_blank">Amazon</a>).<br />
<br />
Burgos comes to Bucknell from <a href="http://as.vanderbilt.edu/philosophy/" target="_blank">Vanderbilt University </a>where he earned his PhD in philosophy. Originally from Philadelphia, Dr. Burgos is happy to return to teach in his home state. In addition to being a philosopher, Burgos plays squash, loves film, and speaks Spanish with an Argentine accent.<br />
<div>
<br /></div>
Sheila Lintotthttp://www.blogger.com/profile/07247390427373471002noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-72772015481999444052016-04-19T12:17:00.000-04:002016-04-19T12:17:32.278-04:00 Consortium for Faculty Diversity Post-Doctoral Fellowship Program<div class="MsoNormal" style="background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: 12.8px; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: normal; widows: 1;">
The Department of Philosophy at Bucknell is participating in the <a href="http://www.gettysburg.edu/about/offices/provost/cfd/index.dot" style="color: #1155cc;" target="_blank">Consortium for Faculty Diversity Post-Doctoral Fellowship Program</a> and is looking for a scholar to fill the following position for the 2016-17 academic year: Postdoctoral fellowship in philosophy to begin in August 2016, specializing in Africana, Latin American, or Native American philosophy with the ability to teach a course in the philosophy of race, broadly construed. Teaching load will be 3 courses per year.<br /><br />The fellow will be expected to work on campus for the fellowship year, participate in departmental and institutional programs such as speaker series and seminars, and interact regularly with students and faculty colleagues. Fellows must contribute to increasing the diversity of Bucknell University in one or more of the following ways: Increasing ethnic and racial diversity, maximizing the educational benefits of diversity, and/or increasing the number of professors who can and will use diversity as a resource for enriching the education of students. </div>
<div class="MsoNormal" style="background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: 12.8px; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: normal; widows: 1;">
<br /></div>
<div class="MsoNormal" style="background-color: white; color: #222222; font-family: verdana, sans-serif; font-size: 12.8px; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-ligatures: normal; font-variant-numeric: normal; font-variant-position: normal; line-height: normal; widows: 1;">
Applicants must be awarded the Ph.D. no later than the beginning of the fellowship year and no earlier than five years before the beginning of the fellowship year. If you are interested, consult and apply through the website <a href="http://www.c-fd.org/" style="color: #1155cc;" target="_blank"><span style="color: windowtext; text-decoration: none;">http://www.c-fd.org.</span></a> Please submit all materials prior to <span class="aBn" data-term="goog_1533108215" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: dashed; border-bottom-width: 1px; position: relative; top: -2px; z-index: 0;" tabindex="0"><span class="aQJ" style="position: relative; top: 2px; z-index: -1;">May 20, 2016</span></span>, but review of applications will begin immediately. If you have any questions, contact Sheila Lintott (<a href="mailto:sheila.lintott@bucknell.edu" style="color: #1155cc;" target="_blank"><span style="color: windowtext; text-decoration: none;">sheila.lintott@bucknell.edu</span></a>).</div>
J. K. Bakerhttp://www.blogger.com/profile/03586280109346352599noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-11060840113610288182016-04-18T10:34:00.003-04:002016-04-18T10:34:53.793-04:00<div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: #222222; font-family: Arial; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">“<b style="mso-bidi-font-weight: normal;">This America, man.” —<i>The Wire </i>and
Tragedy</b><o:p></o:p></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Arial;"><span style="color: blue;">Martin Shuster,
Department of Religious Studies & Philosophy<o:p></o:p></span></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: Arial;"><span style="color: blue;">Avila University</span><span style="color: #222222;"><o:p></o:p></span></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
<div class="MsoNormal" style="text-align: right;">
<img src="webkit-fake-url://93f08565-3236-4944-80b0-99122d905b85/application.pdf" style="text-align: center;" /></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="Picture_x0020_4" o:spid="_x0000_s1026" type="#_x0000_t75"
style='position:absolute;left:0;text-align:left;margin-left:9pt;margin-top:5.5pt;
width:162pt;height:91.2pt;z-index:251658240;visibility:visible;
mso-wrap-style:square;mso-width-percent:0;mso-height-percent:0;
mso-wrap-distance-left:9pt;mso-wrap-distance-top:0;mso-wrap-distance-right:9pt;
mso-wrap-distance-bottom:0;mso-position-horizontal:absolute;
mso-position-horizontal-relative:text;mso-position-vertical:absolute;
mso-position-vertical-relative:text;mso-width-percent:0;mso-height-percent:0;
mso-width-relative:page;mso-height-relative:page'>
<v:imagedata src="file://localhost/Users/jkbaker/Library/Caches/TemporaryItems/msoclip/0/clip_image001.jpg"
o:title=""/>
</v:shape><![endif]--><!--[if !vml]--><span style="clear: left; float: left; height: 93px; left: 0px; margin-bottom: 1em; margin-right: 1em; margin-top: 6px; position: absolute; width: 164px; z-index: 251658240;"><img src="file://localhost/Users/jkbaker/Library/Caches/TemporaryItems/msoclip/0/clip_image002.png" v:shapes="Picture_x0020_4" /></span><!--[endif]--><span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";"><span style="font-size: large;">Thursday, April 21, 2016<br />
4:30 p.m.<br />
Location: <o:p></o:p></span></span></div>
<div align="center" class="MsoNormal" style="margin-left: .5in; text-align: center;">
<span style="font-size: large;"><span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";">213
Bertrand Library</span><span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";">Traditional Reading </span></span><span style="color: #222222; font-family: Arial; font-size: large; text-indent: 0.5in;">Room</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="right" class="MsoNormal" style="background: white; margin-left: .5in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: right;">
<i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: Arial; mso-fareast-font-family: "Times New Roman";">A life… <span style="mso-spacerun: yes;"> </span>you know what that
is? <br />
It's the shit that happens while you're waiting <br />
for moments that never come.<br />
</span></i><span style="color: black; font-family: Arial; mso-fareast-font-family: "Times New Roman";">Lester Freamon, “The Wire”<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white;">
<span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
<div class="MsoNormal" style="background: white;">
<span style="color: #222222; font-family: Arial; mso-fareast-font-family: "Times New Roman";">Abstract: This talk
explores some of the aesthetic and social/political elements of HBO’s <i>The
Wire</i>. Especially, against many critics and academics, I argue that the show
is not a tragedy, nor is it particularly radical in its politics. Nonetheless,
I do argue that it is ultimately a successful work of art, one that falls
squarely into the modernist tradition of art, and one whose aesthetic qualities
cannot in fact be divorced from its political aspirations, which are powerful
but reformist, and still worth considering. <o:p></o:p></span></div>
<div class="MsoNormal" style="background: white;">
<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: Arial; mso-fareast-font-family: "Times New Roman";">Bio:
Martin Shuster is an Assistant Professor of Philosophy at Avila University. He
earned a Ph.D. in Philosophy in 2010 from the Humanities Center at Johns
Hopkins University and holds two M.A. degrees, one in Philosophy from Johns
Hopkins and another in Religion from Yale. Shuster’s work centers on issues in
social and political philosophy, ethics, and aesthetics, especially in dialogue
with Kantian and post-Kantian philosophy, the work of Stanley Cavell and in
philosophy of religion, particularly Jewish thought and philosophy.</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: Arial; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></i></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="color: #222222; font-family: arial, sans-serif; font-size: 13px;">
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:DocumentProperties>
<o:Revision>0</o:Revision>
<o:TotalTime>0</o:TotalTime>
<o:Pages>1</o:Pages>
<o:Words>210</o:Words>
<o:Characters>1201</o:Characters>
<o:Company>Bucknell University</o:Company>
<o:Lines>10</o:Lines>
<o:Paragraphs>2</o:Paragraphs>
<o:CharactersWithSpaces>1409</o:CharactersWithSpaces>
<o:Version>14.0</o:Version>
</o:DocumentProperties>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>JA</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
<w:UseFELayout/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="276">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]-->
<!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:12.0pt;
font-family:Cambria;
mso-ascii-font-family:Cambria;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Cambria;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1027"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
<!--StartFragment-->
<!--EndFragment--></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="color: #222222; font-family: arial, sans-serif; font-size: 13px;">
<br /></div>
J. K. Bakerhttp://www.blogger.com/profile/03586280109346352599noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-44457232124965930502016-03-08T13:02:00.001-05:002016-03-08T13:02:20.809-05:00Lunch Chat (3/10): Science Fiction<b style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><span style="color: #0b5394;">Thursday (3/10) at noon in the International Commons (151 Coleman Hall)</span></b><br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiu2fJdAEaQGaDJjhgzV7HGLwq9SV5cLgTrzO4an3buvVQFS04kc362ENvzL3aodU9q3YZfNBRVmSp8_kQidlrT4SP6DBsF8MKtMQxACI3p4BoBpZEVlsRLAACC0ygVKsxCofXWhfG82s/s1600/bladeRunner_1456156a.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiu2fJdAEaQGaDJjhgzV7HGLwq9SV5cLgTrzO4an3buvVQFS04kc362ENvzL3aodU9q3YZfNBRVmSp8_kQidlrT4SP6DBsF8MKtMQxACI3p4BoBpZEVlsRLAACC0ygVKsxCofXWhfG82s/s320/bladeRunner_1456156a.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Life and Artificial Life: Who's who? Should it matter?</td></tr>
</tbody></table>
What can Science-Fiction, as a genre of story-telling in various forms tell us about the world — about the structure of society, what we can know, who we are, how we should behave, and so on? Two weeks ago, the Campus Theatre held a special event around the philosophical and scientific context of Ridley Scott's sci-fi classic film "Blade Runner" — a film that helps us consider many philosophical issues, e.g., about the nature of the self, the possibility of artificial intelligence, "us versus them" thinking, and so on. It's likely that you can think of innumerable other science fiction films and books that raise other challenging questions. . . .<br />
<br />
But how is it that fiction can help us answer such questions? After all, fiction represents a <i>departure</i> from reality. What is it about it that we find useful? In this lunch chat, we'll welcome Professor Felipe Perrone from the Computer Science Department (and organizer of the "Blade Runner" event) as our guest to help us think through some of these issues — in particular concerning science fiction connected with artificial intelligence and novel technologies.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5xrKUiLLoYOWf8dX9CfiWs75YsLHf6j3S2KTe0UK9nmboX6fGNfo7TiEQtMu726o7hsZ-AMmU3Cvhbdo85xjgDcCmQ4Vk6P_eVYCIoQLZLW210OWehiJ45YoiAcsKzAVBUFGbmv-MEsE/s1600/perrone.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5xrKUiLLoYOWf8dX9CfiWs75YsLHf6j3S2KTe0UK9nmboX6fGNfo7TiEQtMu726o7hsZ-AMmU3Cvhbdo85xjgDcCmQ4Vk6P_eVYCIoQLZLW210OWehiJ45YoiAcsKzAVBUFGbmv-MEsE/s400/perrone.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Professor Perrone</td></tr>
</tbody></table>
Professor Perrone is the Robert L. Rooke Chair of the Historical and Societal Context of Engineering and an Associate Professor of Computer Science at Bucknell. He is currently teaching a new <a href="http://perronerooke.blogs.bucknell.edu/2015/08/18/flights-of-computing-fancy-a-new-course/" target="_blank">new course</a> concerning "interplay between science fiction and computing technologies".<br />
<br />
Please join us for what promises to be a lively and informal discussion. As usual, pizza and salad will be served. Hope to see you there.Matthewhttp://www.blogger.com/profile/09406323176431313733noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-39256837757754281572016-02-18T16:57:00.001-05:002016-02-18T17:20:55.317-05:00<a href="http://www.bustandupcomcon.com/" target="_blank">The Ethics and Aesthetics of Stand-Up Comedy</a><br />
April 19-22, 2017<br />
CALL FOR PAPERS, PANELS, WORKSHOPS, AND <br />
OFFERS TO COMMENT OR CHAIR<br />
DEADLINE: December 20, 2016<br />
<div style="-webkit-font-smoothing: antialiased; background-color: white; color: #606060; font-family: 'Source Sans Pro', sans-serif; font-size: 16px; line-height: 24px; text-rendering: optimizeLegibility;">
<div class="wsite-multicol" style="-webkit-font-smoothing: antialiased; direction: ltr; position: relative; text-rendering: optimizeLegibility;">
<div class="wsite-multicol-table-wrap" style="-webkit-font-smoothing: antialiased; margin: 0px; text-rendering: optimizeLegibility;">
<table class="wsite-multicol-table" style="-webkit-font-smoothing: antialiased; border-collapse: collapse; border: 0px !important; margin: 0px !important; padding: 0px !important; position: relative; table-layout: fixed; text-rendering: optimizeLegibility; width: 1108px;"><tbody class="wsite-multicol-tbody" style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;">
<tr class="wsite-multicol-tr" style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;"><td class="wsite-multicol-col" style="-webkit-font-smoothing: antialiased; border: 0px !important; margin: 0px !important; padding: 0px; text-rendering: optimizeLegibility; vertical-align: top; width: 1003px;"><div class="paragraph" style="-webkit-font-smoothing: antialiased; color: #606060; font-size: 1em; line-height: 1.75; margin: 0px auto 1em; padding: 0px; text-rendering: optimizeLegibility;">
<span style="font-size: 1em; line-height: 1.75;"><br />This conference aims to bring together scholars and <br />practitioners interested in stand-up comedy from a range <br />of academic disciplines, including but not limited to <br />philosophy, performance studies, women’s and gender <br />studies, African-American studies, theatre, art history, <br />and culture studies. In addition to academic papers, <br />panels, comments, and discussion, the conference also <br />includes workshops, an open mic night, roundtable <br />discussion with comedians, and stand-up comedy <br />performances. #BUStandUpComCon.</span></div>
<div class="paragraph" style="-webkit-font-smoothing: antialiased; color: #606060; font-size: 1em; line-height: 1.75; margin: 0px auto 1em; padding: 0px; text-rendering: optimizeLegibility;">
<br />
CONFIRMED SPEAKERS:<br />
<ul style="-webkit-font-smoothing: antialiased; list-style-position: outside !important; margin: 5px 0px !important; overflow: hidden; padding-bottom: 0px; padding-left: 3em !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Luvell Anderson, Assistant Professor of <br />Philosophy, University of Memphis</li>
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Noël Carroll, Distinguished Professor of <br />Philosophy, CUNY Graduate Center</li>
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Eva Dadlez, Professor of Philosophy, University of <br />Central Oklahoma</li>
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Oliver Double, Senior Lecturer and Deputy <br />Head of the School of Arts, University of Kent</li>
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Tanya Rodriguez, Assistant Professor of <br />Philosophy, Sacramento State University</li>
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Aaron Smuts, Associate Professor of Philosophy, <br />Rhode Island College</li>
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Cynthia Willett, Professor of Philosophy, <br />Emory University</li>
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Jason Zinoman, Comedy Critic for <em style="-webkit-font-smoothing: antialiased; position: relative; text-rendering: optimizeLegibility;">The New <br />York Times</em></li>
</ul>
<br />
CONFIRMED WORKSHOP LEADERS:<br />
<ul style="-webkit-font-smoothing: antialiased; list-style-position: outside !important; margin: 5px 0px !important; overflow: hidden; padding-bottom: 0px; padding-left: 3em !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Amy Seham, Professor of Theatre and Dance <br />and Women’s and Gender Studies, Gustavus <br />Adolphus College</li>
<li style="-webkit-font-smoothing: antialiased; list-style: disc outside !important; margin: 3px 0px 0px !important; padding-bottom: 0px; padding-left: 5px !important; padding-right: 0px; padding-top: 0px; text-rendering: optimizeLegibility;">Oliver Double, Senior Lecturer and Deputy <br />Head of the School of Arts, University of Kent</li>
</ul>
<br />
We invite submissions for paper presentations, thematic <br />
panels, workshops, and offers to serve as commentator <br />
or chair. Submissions are welcome on <em style="-webkit-font-smoothing: antialiased; position: relative; text-rendering: optimizeLegibility;">any topic in the <br />aesthetics and ethics of stand-up comedy, broadly <br />construed</em>.<br />
<br />
POSSIBLE TOPICS INCLUDE (but are by no means limited <br />
to):<br />
<br />
<u style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;">Aesthetics of Stand-Up Comedy</u>: theories of humor, satire, <br />
irony, style, theories of emotion and affect, self-conscious <br />
emotions (shame, embarrassment, guilt, pride), reflections <br />
on the state of the art, relations with other arts (e.g., poetry, <br />
spoken word, pantomime, music, improv), analyses of joke <br />
structure, boundaries of aesthetic taste, appropriation and <br />
originality, case studies of particular stand-up comedians, <br />
cross-cultural comparisons, historical reflections on the art <br />
form, public persona and comic identity.<br />
<br />
<u style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;">Ethics/Social Political Issues of Stand-up Comedy</u>: alternative <br />
stand-up comedy, political stand-up comedy, ethnic humor, <br />
identity (gender, race, age, etc.) and performance, racism, <br />
sexism, ableism, homophobia, bigotry, feminism, anti-racism, <br />
censorship, law, political correctness, agency and subversion, <br />
nationalism, stereotypes and tropes, political efficacy and <br />
limitations, the politics of representation, the ethics of heckling,<br />
hostility, aspects of identity in stand-up comedy, such as race, <br />
ethnicity, ability, gender, sexuality, ability, age, and/or class, <br />
performance and appreciation, social movements/activism.<br />
<br />
SUBMISSIONS AND OFFERS TO PARTICIPATE: Please <br />
send either a 3000-word full paper draft or a 1000-word <br />
extended abstract outlining the paper, workshop, or panel <br />
via the conference website: <br />
http://www.bustandupcomcon.com. <br />
Include the paper/panel/workshop title, contact information <br />
and current affiliation (if any) of all participants. Please bear <br />
in mind that the papers should be suitable for a twenty-minute <br />
presentation; panels for less than 90 minutes; and workshops <br />
from 60-120 minutes. Submissions will be evaluated for their<br />
clarity of content, strength of central arguments, relevance to <br />
the conference themes, and potential interest and use of <br />
content. The submission deadline is December 20, 2016. We <br />
aim to make decisions within 6 weeks.<br />
<br />
ACCESSIBILITY AND INCLUSIVITY: We are adopting the<br />
<u style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;">BPA/SWIP-recommended good practices</u>. We aim to host an <br />
inclusive conference and we will do our best, within our <br />
budgetary constraints, to accommodate all participants. <br />
We are committed to lowering the barrier of participation for <br />
disabled participants and will do our best to make the <br />
conference fully accessible and welcoming. To this end we <br />
will anticipate needs and aim to make accommodations in <br />
response to all requests. Upon acceptance of proposals, <br />
participants will be invited to identify any needs in this regard. <br />
Childcare will be made available as needed. In the meantime, <br />
please feel free to email with any questions or suggestions.<br />
<br />
GRADUATE STUDENTS AND UNDERWAGED ACADEMICS:<br />
We will provide travel assistance, within our budgetary <br />
constraints, for student and unwaged academics. Upon <br />
acceptance of proposals, participants will be invited to <br />
identify any needs in this regard. In the meantime, please <br />
feel free email us to with any questions or suggestions.<br />
<br />
ORGANIZERS: Sheila Lintott (Bucknell University); Jason <br />
Leddington (Bucknell University); Meenakshi Poonuswami <br />
(Bucknell University); Alex Skitolsky (Goddard College); <br />
Nikki Young, (Bucknell University); James Haile, (Bucknell <br />
University); Aaron Meskin (University of Leeds); Steven <br />
Gimbel, (Gettysburg College).<br />
<br />
SPONSORED BY: Bucknell University and the American <br />
Society for Aesthetics.<br />
<br style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;" />
<span style="-webkit-font-smoothing: antialiased; font-size: xx-small; text-rendering: optimizeLegibility;">Any views, findings, conclusions, or recommendations expressed at this <br />conference do not necessarily represent those of Bucknell University or the <br />American Society for Aesthetics.</span></div>
</td><td class="wsite-multicol-col" style="-webkit-font-smoothing: antialiased; border: 0px !important; margin: 0px !important; padding: 0px; text-rendering: optimizeLegibility; vertical-align: top; width: 105px;"><div class="paragraph" style="-webkit-font-smoothing: antialiased; color: #606060; font-size: 1em; line-height: 1.75; margin: 0px auto 1em; padding: 0px; text-rendering: optimizeLegibility;">
</div>
</td></tr>
</tbody></table>
</div>
</div>
</div>
<div style="-webkit-font-smoothing: antialiased; background-color: white; color: #606060; font-family: 'Source Sans Pro', sans-serif; font-size: 16px; line-height: 24px; text-rendering: optimizeLegibility;">
<div class="wsite-multicol" style="-webkit-font-smoothing: antialiased; direction: ltr; position: relative; text-rendering: optimizeLegibility;">
<div class="wsite-multicol-table-wrap" style="-webkit-font-smoothing: antialiased; margin: 0px -15px; text-rendering: optimizeLegibility;">
<table class="wsite-multicol-table" style="-webkit-font-smoothing: antialiased; border-collapse: collapse; border: 0px !important; margin: 0px !important; padding: 0px !important; position: relative; table-layout: fixed; text-rendering: optimizeLegibility; width: 1138px;"><tbody class="wsite-multicol-tbody" style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;">
<tr class="wsite-multicol-tr" style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;"><td class="wsite-multicol-col" style="-webkit-font-smoothing: antialiased; border: 0px !important; margin: 0px !important; padding: 0px 15px; text-rendering: optimizeLegibility; vertical-align: top; width: 539px;"><div style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;">
<div class="wsite-image wsite-image-border-none " style="-webkit-font-smoothing: antialiased; margin-left: 0px; margin-right: 0px; padding-bottom: 10px; padding-top: 10px; position: relative; text-align: right; text-rendering: optimizeLegibility;">
<a href="http://www.bucknell.edu/Philosophy" style="clear: left; color: #00d8cb; float: left; margin-bottom: 1em; margin-right: 1em; text-decoration: none; transition: all 0.33s ease-in-out;"><img alt="Picture" src="http://www.bustandupcomcon.com/uploads/5/7/0/9/57092093/9316764.gif?1454864665" style="-webkit-font-smoothing: antialiased; border: 0px !important; max-width: 100%; text-rendering: optimizeLegibility; vertical-align: middle; width: auto;" /></a><br />
<div style="-webkit-font-smoothing: antialiased; font-size: 14.4px; text-rendering: optimizeLegibility;">
</div>
</div>
</div>
</td><td class="wsite-multicol-col" style="-webkit-font-smoothing: antialiased; border: 0px !important; margin: 0px !important; padding: 0px 15px; text-rendering: optimizeLegibility; vertical-align: top; width: 539px;"><div style="-webkit-font-smoothing: antialiased; text-rendering: optimizeLegibility;">
<div class="wsite-image wsite-image-border-none " style="-webkit-font-smoothing: antialiased; margin-left: 0px; margin-right: 0px; padding-bottom: 10px; padding-top: 10px; position: relative; text-rendering: optimizeLegibility;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><img alt="Picture" src="http://www.bustandupcomcon.com/uploads/5/7/0/9/57092093/2846608.jpg?1454864532" style="border: 0px; margin-left: auto; margin-right: auto; max-width: 100%; vertical-align: middle; width: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"></td></tr>
</tbody></table>
</div>
</div>
</td></tr>
</tbody></table>
</div>
</div>
</div>
Sheila Lintotthttp://www.blogger.com/profile/07247390427373471002noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-82467552535814486092015-06-02T13:45:00.003-04:002015-06-02T13:49:45.301-04:00Jahi Omari will participate in PIKSI-Boston<div style="text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<h2 style="background-color: white; font-weight: inherit; margin: 1em 0px 0.5em;">
<span style="color: #3b3b3b; font-family: Arial, Helvetica, sans-serif; font-size: large; font-weight: inherit;">Jahi Omari has been accepted into the competitive </span><a href="https://piksi-boston.mit.edu/piksi-boston-program" style="font-family: Arial, Helvetica, sans-serif; font-size: x-large; font-weight: inherit;" target="_blank">PIKSI-Boston</a><span style="color: #3b3b3b; font-family: Arial, Helvetica, sans-serif; font-size: large; font-weight: inherit;"> summer institute and will be named an Alain Locke Fellow upon completion of the program. Congratulations, Jahi! </span></h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxMW3TJzf6Yc4QZqu8gMvXI1LGLZ4w0h3epYQJXk84c7uadRz7r8sdpKMBpTrb9BooXWNfaXiSuqJUF9MAyQehvCEG3y0FLXMsxIweXpFQ6droofEhwe-yJO1ScCQ_jPfZRof9JbmYqEg/s1600/11152334_361874264017784_6875528008341583448_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxMW3TJzf6Yc4QZqu8gMvXI1LGLZ4w0h3epYQJXk84c7uadRz7r8sdpKMBpTrb9BooXWNfaXiSuqJUF9MAyQehvCEG3y0FLXMsxIweXpFQ6droofEhwe-yJO1ScCQ_jPfZRof9JbmYqEg/s320/11152334_361874264017784_6875528008341583448_n.jpg" width="320" /></a></div>
<h2 style="background-color: white; font-weight: inherit; margin: 1em 0px 0.5em;">
<span class="il" style="color: #999999; font-family: arial, sans-serif; font-size: xx-small; font-weight: inherit;">Jahi</span><span style="color: #999999; font-family: arial, sans-serif; font-size: xx-small; font-weight: inherit;"> Omari, </span><span style="color: #999999; font-family: arial, sans-serif; font-size: xx-small; font-weight: inherit;">Bucknell University<br />Class of 2017 </span><span style="color: #999999; font-family: arial, sans-serif; font-size: xx-small; font-weight: inherit;">Biology/Philosophy Double Major </span><span style="color: #999999; font-family: arial, sans-serif; font-size: xx-small; font-weight: inherit;">Chair of Rush/Recruitment, Alpha Phi Omega</span><span style="color: #999999; font-family: arial, sans-serif; font-size: xx-small; font-weight: inherit;">Historian, Black Student Union</span></h2>
<h2 style="background-color: white; color: #3b3b3b; font-weight: inherit; margin: 1em 0px 0.5em;">
<span style="font-weight: inherit;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><br /></span></span></h2>
<h2 style="background-color: white; color: #3b3b3b; font-weight: inherit; margin: 1em 0px 0.5em;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large; font-weight: inherit;"><br /></span></h2>
<div>
<span style="font-size: 14px;"><br /></span></div>
Sheila Lintotthttp://www.blogger.com/profile/07247390427373471002noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-53771598907141790632015-04-10T10:40:00.003-04:002015-04-10T10:42:36.810-04:00Sheila Lintott, Associate Professor of Philosophy and Chair of the Department of Women's and Gender Studies presents "Getting Along Beautifully: The Aesthetics of Friendship"<br />
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 16.363636016845703px;">
The <span class="il">Faculty</span> <span class="il">Colloquium</span> Committee announces our final event of the 2014-15 academic year! <span style="font-size: 16.363636016845703px;">On Tuesday, April 14th </span><span style="font-size: 16.363636016845703px;">in the Gallery Theatre, Sheila Lintott, Associate Professor of Philosophy and Chair of the Department of Women's and Gender Studies presents</span></div>
<br style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 16.363636016845703px;" />
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 16.363636016845703px; text-align: center;">
Getting Along Beautifully: The Aesthetics of Friendship</div>
<br style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 16.363636016845703px;" />
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 16.363636016845703px; text-align: center;">
<img class="CToWUd a6T" height="305" src="https://mail.google.com/mail/u/0/?ui=2&ik=bed24cd24a&view=fimg&th=14c942d78cfb70ca&attid=0.1&disp=emb&realattid=ii_i87cwhyg0_14c941e2a6a94545&attbid=ANGjdJ-aAK7Wrvq7_IBvtrkqNyrfN6pflh-qVX7uSThjfjGeKcmofS_OWSyr7ZxHcJlv99nlsSJTUt3X788i_6CwLbrpttmG6TaqY6Ht_t22o8rbyRjc2b0nbaF2DVw&sz=w916-h610&ats=1428676724617&rm=14c942d78cfb70ca&zw&atsh=1" style="cursor: pointer; outline: 0px;" tabindex="0" width="458" /><br />
<div class="a6S" dir="ltr" style="left: 444.6363525390625px; opacity: 0.01; position: absolute; top: 443.8181915283203px;">
<div aria-label="Download attachment 452040016-artwork-joy-of-friendship-by-ana-paula-luna-gettyimages.jpg" class="T-I J-J5-Ji aQv T-I-ax7 L3 a5q" data-tooltip-class="a1V" data-tooltip="Download" id=":a75" role="button" style="-webkit-box-shadow: none; background-color: rgba(0, 0, 0, 0.6); border-bottom-left-radius: 3px; border-bottom-right-radius: 3px; border-top-left-radius: 3px; border-top-right-radius: 3px; border: 1px solid rgb(115, 115, 115); box-shadow: none; color: #444444; cursor: pointer; display: inline-block; font-size: 11px; font-weight: bold; height: 24px; line-height: 23px; margin-left: 8px; margin-right: 0px; min-width: 0px; outline: 0px; padding: 0px; position: relative; white-space: nowrap; width: 30px;" tabindex="0">
<div class="aSK J-J5-Ji aYr" style="background-image: url(https://ssl.gstatic.com/mail/sprites/newattachmentcards-1203a0f412c82bdc576da4b309729e7f.png); background-position: -219px -129px; background-repeat: no-repeat no-repeat; cursor: pointer; display: inline-block; height: 21px; position: relative; vertical-align: middle; width: 21px;">
</div>
</div>
<div aria-label="Save attachment to Drive 452040016-artwork-joy-of-friendship-by-ana-paula-luna-gettyimages.jpg" class="T-I J-J5-Ji aQv T-I-ax7 L3 a5q" data-tooltip-class="a1V" data-tooltip="Save to Drive" id=":a76" role="button" style="-webkit-box-shadow: none; background-color: rgba(0, 0, 0, 0.6); border-bottom-left-radius: 3px; border-bottom-right-radius: 3px; border-top-left-radius: 3px; border-top-right-radius: 3px; border: 1px solid rgb(115, 115, 115); box-shadow: none; color: #444444; cursor: pointer; display: inline-block; font-size: 11px; font-weight: bold; height: 24px; line-height: 23px; margin-left: 8px; margin-right: 0px; min-width: 0px; outline: 0px; padding: 0px; position: relative; white-space: nowrap; width: 30px;" tabindex="0">
<div class="wtScjd J-J5-Ji aYr aQu" style="background-image: url(https://ssl.gstatic.com/mail/sprites/newattachmentcards-1203a0f412c82bdc576da4b309729e7f.png); background-position: -41px -47px; background-repeat: no-repeat no-repeat; cursor: pointer; display: inline-block; height: 21px; position: relative; vertical-align: middle; width: 21px;">
</div>
</div>
</div>
<br />
<br />
<div style="text-align: left;">
<span style="font-family: Calibri; font-size: 12pt;">Glossing the aesthetic aspects of friendship, as we too often do, impoverishes our understanding of the value and meaning of friendships, relationships which animate and give structure to our lives. The friendships we forge and those we forgo, the friendships we cultivate and those we lose, these varying and variable relations can broaden our experiences, intensify our feelings, and help our self-understanding and self-creation. I shall investigate the aesthetic aspects of friendship, for example, how cultivating and enjoying friendship invites creative and relatively free expressions of self, the ways aesthetic taste factors into with whom we are friends, and the manner in which friendships can help to harmoniously round out a life.</span><br />
<br />
A reception in Arches Lounge (Langone 304) will precede the talk, beginning at <span class="aBn" data-term="goog_1034789176" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: dashed; border-bottom-width: 1px; position: relative; top: -2px; z-index: 0;" tabindex="0"><span class="aQJ" style="position: relative; top: 2px; z-index: -1;">4:30</span></span>, and featuring the finest food and wine. Professor Lintott's lecture will begin in the Gallery Theater at <span class="aBn" data-term="goog_1034789177" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: dashed; border-bottom-width: 1px; position: relative; top: -2px; z-index: 0;" tabindex="0"><span class="aQJ" style="position: relative; top: 2px; z-index: -1;">5:15</span></span>. Afterwards, we will reconvene in Arches Lounge for a final round of refreshing adult beverages, delightful hors d'oeuvres, and stimulating conversation. We should be able to complete our agenda in time to attend the Solidarity Ceremony planned by BSG and other student clubs and organizations (beginning at <span class="aBn" data-term="goog_1034789178" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: dashed; border-bottom-width: 1px; position: relative; top: -2px; z-index: 0;" tabindex="0"><span class="aQJ" style="position: relative; top: 2px; z-index: -1;">6:30</span></span> on the Quad). Let's stand with our students in solidarity, and against racism and exclusion.<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Thanks to our speakers and our audience for another exciting year exploring the diverse interests and accomplishments of the Bucknell <span class="il">faculty</span>. It has been quite a journey! Our call for papers for next year's series is open until <span class="aBn" data-term="goog_1034789179" style="border-bottom-color: rgb(204, 204, 204); border-bottom-style: dashed; border-bottom-width: 1px; position: relative; top: -2px; z-index: 0;" tabindex="0"><span class="aQJ" style="position: relative; top: 2px; z-index: -1;">April 22</span></span>. Please consider submitting a proposal for a lecture--the work of the <span class="il">faculty</span> make this series what it is.</div>
<div class="MsoNormal">
<br />
</div>
</div>
</div>
Sheila Lintotthttp://www.blogger.com/profile/07247390427373471002noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-59177420826294959652015-04-04T11:14:00.001-04:002015-04-04T11:14:36.243-04:00Professor Leddington Awarded John Fisher Memorial Prize in Aesthetics<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDZRL5YPzYjMs4Sm8e-B70wXANn_zLg3ocFXfLrvcYaIpQS4-c2LNDnFDMV5nWC5myYCQGPD6-o0gOPf_RT2LA8AwDYq18bSpVk6sL-f8Zhk0EGIfoi_HUrGabWP3JRTD31kBdUVgFx0Q/s1600/Screenshot+2015-04-04+11.09.58.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDZRL5YPzYjMs4Sm8e-B70wXANn_zLg3ocFXfLrvcYaIpQS4-c2LNDnFDMV5nWC5myYCQGPD6-o0gOPf_RT2LA8AwDYq18bSpVk6sL-f8Zhk0EGIfoi_HUrGabWP3JRTD31kBdUVgFx0Q/s1600/Screenshot+2015-04-04+11.09.58.png" height="270" width="320" /></a></div>
It's been a good year for Professor Jason Leddington. Not only did he receive tenure in February — he will begin his tenure as Associate Professor next year — but he just won <b>the John Fisher Memorial Prize in Aesthetics </b>for his paper "The Experience of Magic". The paper will be published in <a href="http://onlinelibrary.wiley.com/journal/10.1111/(ISSN)1540-6245" target="_blank"><i>The Journal of Aesthetics and Art Criticism</i></a>, the leading aesthetics journal, and he will be presenting it at the 2015 meeting of the American Society for Aesthetics in Savannah, Georgia.<br />
<br />
From <a href="http://jaac.aesthetics-online.org/index.php?id=fisher-prize" target="_blank">the prize description</a>:
<br />
<blockquote>
The American Society for Aesthetics sponsors the bi-annual John Fisher Memorial Prize in Aesthetics. The prize is awarded to an original essay in aesthetics, created in memory of the late John Fisher, editor of <i>The Journal of Aesthetics and Art Criticism</i> from 1973 to 1988.<br />
<br />
The Prize is offered to foster the development of new voices and talent in the field of aesthetics.</blockquote>
You can read a recent draft of the paper <a href="http://www.jasonleddington.net/uploads/3/1/4/6/31463977/the_experience_of_magic_-_draft_-_1-16-15.pdf" target="_blank">here</a>.Matthewhttp://www.blogger.com/profile/09406323176431313733noreply@blogger.com0Lewisburg, PA, USA40.9645293 -76.88441009999996840.9405483 -76.924750599999967 40.9885103 -76.844069599999969tag:blogger.com,1999:blog-3440767973493278733.post-21210191842442460432015-03-24T11:12:00.001-04:002015-03-24T11:16:52.248-04:002015 Roy Wood Sellars Lecture (3/26): Robert Pippin, "Psychology Degree Zero? On the Representation of Action in the Films of the Dardenne Brothers"<b><span style="font-size: large;"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">Robert
Pippin, Evelyn Stefansson Nef Distinguished Service Professor in the
Committee on Social Thought, the Department of Philosophy, and the
College at the University of Chicago</span></span></b><br />
<h3>
<span style="font-size: small;"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"> </span></span></h3>
<h4>
<span style="font-size: large;"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">Thursday, March 26, 7 pm in The Forum (ELC 272) </span></span></h4>
<h4>
<span style="font-size: large;"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"> </span></span></h4>
<h4>
</h4>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/null" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="400" src="data:%3C;base64,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" width="266" /></a></div>
<span style="font-size: small;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif; font-size: x-small;"><span style="font-size: small;">Over the last twenty years, the Belgian team of
Luc and Jean-Pierre Dardenne have made some of the most powerful and most
praised films in world cinema. Their most celebrated is the 2002 film, <i>The
Son</i> (<i>Le flls</i>), which will be the
main focus of this discussion. In all the major films, the Dardenne brothers try
to represent, literally to photograph, the mindedness (the intentions and
motivations) of certain characters, who
are required to make a very difficult decision. But they proceed under two
unmistakable assumptions: that there is often something <i>very</i> difficult
to understand, even mysterious, about such motivations, decisions, and
reactions by others; and that the social context within which these decisions
must be made is novel, a product of free trade zones, migrant labor, the Common
Market, and globalized capitalism, all creating a new context for labor and
power, the social, and especially psychological, implications of which are not
yet fully clear. The thesis to be explored: these films should be considered
distinct forms of philosophical thought, not merely illustrative of philosophical
problems. </span></span></span><br />
<br />
<span style="font-size: x-small;"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">Robert
B. Pippin is the Evelyn Stefansson Nef Distinguished Service Professor
in the Committee on Social Thought, the Department of Philosophy, and
the College at the University of Chicago. He is the author of numerous
books and articles on German idealism and later German philosophy:
Kant's Theory of Form (Yale, 1982); Hegel's Idealism: The Satisfactions
of Self-Consciousness (Cambridge, 1989); Modernism as a Philosophical
Problem (Blackwell, 1991); Idealism as Modernism: Hegelian Variations
(Cambridge, 1997), The Persistence of Subjectivity: On the Kantian
Aftermath (Cambridge 2005), Hegel's Practical Philosophy: Rational
Agency as Ethical Life (Cambridge, 2008), Nietzsche, Psychology and
First Philosophy (Chicago, 2010), Hegel on Self-Consciousness: Desire
and Death in the Phenomenology of Spirit (Princeton, 2011), After the
Beautiful: Hegel and the Philosophy of Pictorial Modernism (Chicago,
2014) and Interanimations: Receiving Modern German Philosophy (Chicago,
2015). He has also published several books on literature and film,
including Henry James and Modern Moral Life (Cambridge, 2000), Hollywood
Westerns and American Myth: The Importance of Howard Hawks and John
Ford for Political Philosophy (Yale, 2010), and Fatalism in American
Film Noir: Some Cinematic Philosophy (Virginia, 2012), and on issues in
political philosophy, theories of self-consciousness, the nature of
conceptual change, and the problem of freedom. He was twice an Alexander
von Humboldt fellow, is a winner of the Mellon Distinguished
Achievement Award in the Humanities, and was recently a fellow at the
Wissenschaftskolleg zu Berlin. He is a fellow of the American Academy of
Arts and Sciences and is a member of the American Philosophical
Society.</span></span><br />
<br />Pete Groffhttp://www.blogger.com/profile/01359491485957043527noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-56764981843106977062015-02-11T20:51:00.000-05:002015-04-04T10:46:55.246-04:00Lunch Chat (3/19): Philosophy and Genocide<h3>
with Dr. <a href="https://www.susqu.edu/academics/7529.asp?Person=skitolsky">Lissa Skitolsky</a> (Associate Professor, Susquehanna University)</h3>
<h3>
Thursday, March 19th at noon in the International Commons (151 Coleman Hall)</h3>
<div>
<br /></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGuoHmIcX1IxQc9HMDYROqw_ycEj8OMVHM0FEOSm1Q3HTJ61p90_hdqnA9-c00ChzFgxudagiaUf6G8f34jWUxcXb3moFUSmenh0s4ASpjVKR00l2akak90EhWjUPwP3554oCbbXsnxW8/s1600/skitolsky+self+portrait++(1).jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGuoHmIcX1IxQc9HMDYROqw_ycEj8OMVHM0FEOSm1Q3HTJ61p90_hdqnA9-c00ChzFgxudagiaUf6G8f34jWUxcXb3moFUSmenh0s4ASpjVKR00l2akak90EhWjUPwP3554oCbbXsnxW8/s1600/skitolsky+self+portrait++(1).jpg&container=blogger&gadget=a&rewriteMime=image%2F*" width="320" /></a>Dr. <a href="https://www.susqu.edu/academics/7529.asp?Person=skitolsky">Lissa Skitolsky </a>(Associate Professor, Susquehanna University) will explain how philosophers have contributed to the field of genocide studies, as well as share her own current research on the genocidal wounds inflicted by mass incarceration in the United States. This research makes use of certain rap songs as testimony about the experiences of African-Americans who are targeted by police and then subject to psychological and physical suffering while incarcerated. Skitolsky will illustrate her thesis by playing a few rap songs that illustrate how the entire Black community suffers when individuals are given excessively long sentences and subject to violence while ‘wards of the state.’ <!--EndFragment-->
<!-- Blogger automated replacement: "https://images-blogger-opensocial.googleusercontent.com/gadgets/proxy?url=http%3A%2F%2F4.bp.blogspot.com%2F-OJ6bgroi-kg%2FVNwG4j1wecI%2FAAAAAAAABGo%2F8qZSU8G1S4A%2Fs1600%2Fskitolsky%252Bself%252Bportrait%252B%252B" with "https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGuoHmIcX1IxQc9HMDYROqw_ycEj8OMVHM0FEOSm1Q3HTJ61p90_hdqnA9-c00ChzFgxudagiaUf6G8f34jWUxcXb3moFUSmenh0s4ASpjVKR00l2akak90EhWjUPwP3554oCbbXsnxW8/s1600/skitolsky+self+portrait++" -->Sheila Lintotthttp://www.blogger.com/profile/07247390427373471002noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-20113072625939740222015-02-04T14:15:00.000-05:002015-04-04T11:00:09.955-04:00Lunch Chat (2/10): Masculinities<h3>
with Professor <a href="http://www.harrybrod.com/">Harry Brod</a> (University of Northern Iowa)</h3>
<h4>
Tuesday, February 10th at noon<span style="font-weight: normal;"> in the <i>International Commons</i> (151 Coleman Hall). </span></h4>
<div>
<span style="font-weight: normal;"><br /></span></div>
<div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSYrh0qbmNS1Vm7TEQ9vLdIZFlOWn2yXEe5sAuqGV7OJ-yBhWdtK_vjsDL0BePhGwlRbK_mRywfeQFovG-Tz8OW11nkBcHCqmuZjbouL-deGTxeb206ovuj3bS3icO1FoYZLSsnIZToUo/s1600/brod.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSYrh0qbmNS1Vm7TEQ9vLdIZFlOWn2yXEe5sAuqGV7OJ-yBhWdtK_vjsDL0BePhGwlRbK_mRywfeQFovG-Tz8OW11nkBcHCqmuZjbouL-deGTxeb206ovuj3bS3icO1FoYZLSsnIZToUo/s1600/brod.png" height="211" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="background-color: white; font-family: Arial; font-size: x-small;">Photo Credit: Dickinson College/Carl Socolow</span></td></tr>
</tbody></table>
What does it mean to theorize about men and masculinities at the deepest levels? If I say to you that we are going to discuss gender, and what you hear is that we are going to discuss women, that’s not the voice of feminism, that’s the voice of patriarchy, for it leaves women as “marked” but men as unremarkable and uninterrogated, thereby leaving patriarchy intact because its foundations remain hidden or obscured. How can philosophy rise to the challenge of examining its gendered foundations and their ethical implications?</div>
<br />
This discussion will examine what philosophies have to say about masculinities, the challenges of men becoming profeminist allies for gender justice, gendered aspects of the practice of philosophy itself, as in the question of why men dominate philosophy classrooms, and related issues in the history and present practice of philosophy.Sheila Lintotthttp://www.blogger.com/profile/07247390427373471002noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-35539202245742682192015-01-20T13:06:00.001-05:002015-01-20T13:06:30.835-05:00The Oldest Living Things in the World<a href="https://museum.blogs.bucknell.edu/2015/01/07/the-oldest-living-things-in-the-world/" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Sussman" class="alignright wp-image-15 size-medium" src="http://climatechange.blogs.bucknell.edu/files/2015/01/Sussman-300x238.jpg" height="238" width="300" /></a>The <a href="http://www.bucknell.edu/x87676.xml" target="_blank">Samek Art Museum</a> at Bucknell will be <a href="https://museum.blogs.bucknell.edu/2015/01/07/the-oldest-living-things-in-the-world/" target="_blank">exhibiting</a> the work of <a href="http://www.rachelsussman.com/" target="_blank">Rachel Sussman</a>, an artist who has been traveling the world, photographing very old organisms (minimum age 2,000 years!) through March 22nd. The photographs themselves are understated; it's their subject matter and what it can do for our thinking about deep time and environmental value that is significant.<br />
<br />
Sussman will give a gallery talk on Wednesday, January 21st at 6PM, moderated by Professor Duane Griffin (Geography), in the Gallery Theater (3rd floor of the Langone Center, adjacent to the Museum).<br />
<br />
Check out her <a href="http://www.rachelsussman.com/oltw/" target="_blank">project webpage</a> and <a href="http://www.ted.com/talks/rachel_sussman_the_world_s_oldest_living_things?language=en" target="_blank">her TED talk</a> from a few years ago. Hope to see you there.Matthewhttp://www.blogger.com/profile/09406323176431313733noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-4961443630710236722014-11-17T21:26:00.000-05:002014-11-17T21:30:57.719-05:00Colloquium (11/20): Gary Hardcastle, "(Really) Recovering Understanding"<h3>
<a href="http://departments.bloomu.edu/philosophy/pages/content/hardcastle/hardcastle.html" target="_blank">Gary Hardcastle</a>, Associate Professor of Philosophy at Bloomsburg University</h3>
<h4>
Tuesday, November 20th, 4:30PM » Willard Smith Library, Vaughan Literature Building</h4>
<br /><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9zbKgH16Kx7BzM01GArXw3Qjj3HH0PmgjXIT-F5xutjaivbLuJR8-KeVPx7RIxJCx5fPyjkhzvGGrxXbvkBvqkwaS2AXL8z0zWcc8KZ_DI_EDtWKxeJoGvwLdhlNB8g6jNEwQ5rg-GY8/s1600/Hardcastle+Talk+Poster.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9zbKgH16Kx7BzM01GArXw3Qjj3HH0PmgjXIT-F5xutjaivbLuJR8-KeVPx7RIxJCx5fPyjkhzvGGrxXbvkBvqkwaS2AXL8z0zWcc8KZ_DI_EDtWKxeJoGvwLdhlNB8g6jNEwQ5rg-GY8/s1600/Hardcastle+Talk+Poster.jpg" height="640" width="416" /></a></div>
Abstract: Focusing upon his 1947 <i>On Understanding Science: An Historical Approach</i> (the published form of his 1946 Terry Lectures), this talk recounts James B. Conant's theory of understanding, as well as the social, political, and pedagogical projects Conant associated with it. In 1946 Conant had been the President of Harvard University for ten years; he had served as the Chairman of the National Defense Research Committee during WWII, overseeing the Manhattan Project; he had, with Vannevar Bush, laid the foundation for what would be America's National Science Foundation; and he had brought into being a model of post-war university education, a vision distilled in 1945's <i>General Education in a Free Society</i>, aka the Harvard "Red Book." These achievements brought Conant to regard understanding as vitally important to human survival, and they brought him to articulate a theory of understanding and its transmission, a project he would continue for the rest of his life. Though Conant's thinking about understanding was acutely tuned WWII and the ensuing Cold War, his questions are just those that have motivated a resurgence of interest in understanding in the (heretofore somewhat insulated) fields of epistemology and philosophy of science: "Why," Conant asks, "should any but a relatively few experts need to understand science," and what, for that matter, does it mean, to "understand science"? Moreover, Conant's answers to these questions illuminate some contemporary debates (or so I'll argue).<br />
<br />
This event is co-sponsored by the Philosophy Department and the <a href="http://understanding.blogs.bucknell.edu/" target="_blank">Production of Public Understanding of Science</a> project, which is itself funded by Professor Grimm's Varieties of Understanding project!<br />
<h3>
<div style="font-weight: normal;">
<br /></div>
<div style="font-weight: normal;">
</div>
</h3>
Matthewhttp://www.blogger.com/profile/09406323176431313733noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-56835311580468309342014-11-17T09:50:00.002-05:002014-11-17T21:15:38.701-05:00Phi Beta Kappa Lecture: James Nevels '74<h3>
November 17th @ 7:30PM in the Gallery Theater</h3>
<h4>
Nevels to Discuss Liberal Arts Education and Success</h4>
<a href="https://blogger.googleusercontent.com/img/proxy/AVvXsEifym1-WpVeW3io2_Q16QQKEy4q1OyIdaVyq9LruLR2q1AVJkwibFvYIyvcgBhrhgsCscXCJNsr3vtJzKdhhEE5puOGch1G7ynGQFJ5cBjRBuGuqpoAmZIjpRD8s1FfxU0VlKgdbsT-kwVsAHQmQi9mcC95FfhT7MnLhZnVrQ3ro8hS1eWo4XniRhjmU6s=s0-d-e1-ft" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEifym1-WpVeW3io2_Q16QQKEy4q1OyIdaVyq9LruLR2q1AVJkwibFvYIyvcgBhrhgsCscXCJNsr3vtJzKdhhEE5puOGch1G7ynGQFJ5cBjRBuGuqpoAmZIjpRD8s1FfxU0VlKgdbsT-kwVsAHQmQi9mcC95FfhT7MnLhZnVrQ3ro8hS1eWo4XniRhjmU6s=s0-d-e1-ft" width="240" /></a>James Nevels will give the talk, "The Path from a Liberal Arts Education to Success," Monday, Nov. 17, in the Gallery Theatre of the Elaine Langone Center at Bucknell University. The talk, which is free and open to the public, is the inaugural talk in the Phi Beta Kappa Lecture Series. The series is initiated by Bucknell's chapter of Phi Beta Kappa to promote the organization's values — a commitment to the liberal arts and sciences, freedom of inquiry and expression, intellectual integrity, and tolerance for other views.<br />
<br />
<div>
A 1974 alumnus of Bucknell, Nevels is chairman of The Swarthmore Group, an investment advisory firm which he founded in 1991, as well as chairman of The Hershey Company Board of Directors. He has more than 34 years experience in the securities and investment industry.</div>
<div>
Nevels will speak about how the broad-based, liberal arts education he pursued as an undergraduate at Bucknell has impacted his professional and personal success.<br />
<br /></div>
<div>
In 2001, the Governor of Pennsylvania appointed him chairman of the Philadelphia School Reform Commission to oversee the turnaround of the financially distressed Philadelphia School System, then the ninth largest school district in the United States. He served as chairman until 2007. <br />
<br />
Nevels was appointed by President Bush to the Advisory Committee to the Pension Benefit Guaranty Corporation and served a three-year term including two years as chairman. He also has served as a board member of Tasty Baking Company, the Gettysburg Foundation, Bucknell University, Berea College, St. Joseph's University, the Association of Governing Boards of Colleges and Universities, the Board of Visitors for Temple University-Fox School of Business and Management, the Board of Overseers of the University of Pennsylvania Law School and the Advisory Board of Drexel University, LeBow College of Business, Baiada Center.<br />
<br />
He is a member of the Board of the Hershey Trust Company and Milton Hershey School, chair and member of the Board of the Federal Reserve Bank of Philadelphia, and board member of the Marine Corps Heritage Foundation, MeadWestvaco, MMG Insurance Company, The Barbara Bush Foundation for Family Literacy, the Pro Football Hall of Fame and corporate member of the Orange Bowl Committee. In addition, he serves as Member of Council and Chair of the Nominations Committee of The Pennsylvania Society.<br />
<br />
Nevels is an honors (cum laude and Phi Beta Kappa) graduate of Bucknell and holds an A.B. degree in Political Science and Philosophy, an M.B.A. degree from The Wharton School, the University of Pennsylvania, and a J.D. degree from the University of Pennsylvania Law School. He has also received four honorary degrees.</div>
J. K. Bakerhttp://www.blogger.com/profile/03586280109346352599noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-76038138621845196262014-11-11T22:30:00.000-05:002014-11-11T22:30:02.440-05:00Lunch Chat (11/13): Engineering and Philosophy<b style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><span style="color: #0b5394;">Thursday (11/13) at noon in the Willard-Smith Library (125 Vaughan Lit)</span></b><br />
<br />
We live in a world that is increasingly defined by technology. From the food we eat to the energy that we use we rely on a technological infrastructure that is largely hidden from view. Although we rely on this infrastructure on a daily basis, we often only notice its absence, the rare times that it becomes visible through failure.<br />
<br />
This infrastructure and many of technologies that utilize this infrastructure are built and maintained by engineers, a group whose definition as a profession goes back about one century in the United States. Despite the large effect engineers have on everyday life they are largely invisible in modern culture. Can you name five famous artists? Five famous scientists? What about five famous engineers?<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.bucknell.edu/x78505.xml" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img alt="" border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyZfwncb73wAnA1baeSyLSgh5NmpLokkABiNYBdXZRTu-RpAch_GTKDm5PieYKl3J6flqL73rRtzlVqSNhcm3O91Ar8kazyYlOO825L-HCl1Vww62PCtaGkwlB2paij_ocN1iocnkGC34/s200/ChevilleAlanMain.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Professor Alan Cheville</td></tr>
</tbody></table>
Professor Alan Cheville, the T. Jefferson Miers Chair of Electrical Engineering, will join us on Thursday to talk about the ethics of modifying the world for our own ends, what mandate one needs to modify the world others live in, and what it means to "engineer". This is not a new conversation since the virtue of <i>techne</i>, the Greek root of technology goes back at least to Aristotle. Yet in a world in which human survival relies increasingly on engineered systems, an discussion of the philosophical underpinnings of engineering is important to engage in.<br />
<br />
As usual, pizza and salad will be served. Hope to see you there.Matthewhttp://www.blogger.com/profile/09406323176431313733noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-5916283680238238132014-11-10T19:03:00.000-05:002014-11-10T19:06:00.009-05:00Philosophical Film: "Crimes & Misdemeanors"<h4>
Tuesday, November 11th @ 7PM<br />Campus Theatre <span style="font-weight: normal;">— admission $2</span></h4>
<h4>
<span style="font-weight: normal;">Woody Allen's classic dark comedy ensemble piece about infidelity and murder raises a number of really fascinating moral questions. How do we know how to live? What kind of moral structure do we need? Our film programmer <a href="http://bufilm.blogs.bucknell.edu/tuesdays/#crimes" target="_blank">Rebecca Meyers puts it this way</a>: "Clearly influenced by his admiration for Ingmar Bergman’s cinematic worldview — an absent God and the universe’s indifference to the problems of mere mortals — Allen conceived a story in which Manhattanites grapple with alternately shocking and hilarious philosophical quandaries concerning adultery." </span></h4>
<div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMrMARdblUERNg2LhbJ0d1_22TDiCQTrZO7ylyo-rbfVuhgd5ZABB9BYMGuKSUYh_GSfE5d4BNzW96stcBKps7DF0KopEyYNofP3AYkU6Iz4ItFkeU8dpZcHkTTVhIFuF3wMVa_Hq0KGI/s1600/crimesandmisdemeanors.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMrMARdblUERNg2LhbJ0d1_22TDiCQTrZO7ylyo-rbfVuhgd5ZABB9BYMGuKSUYh_GSfE5d4BNzW96stcBKps7DF0KopEyYNofP3AYkU6Iz4ItFkeU8dpZcHkTTVhIFuF3wMVa_Hq0KGI/s640/crimesandmisdemeanors.png" width="400" /></a><br />
<blockquote class="tr_bq">
“The movie’s secret strength — its structure, really — comes from the truth of the dozens and dozens of particular details through which it arrives at its own very hesitant, not especially comforting, very moving generality.” </blockquote>
<blockquote class="tr_bq">
<span style="font-size: x-small;"> – Vincent Canby, <i>New York Times</i></span></blockquote>
<div>
Jason Leddington and I will say a bit more by way of introduction before the showing.</div>
</div>
Matthewhttp://www.blogger.com/profile/09406323176431313733noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-58649532501436935052014-10-29T11:10:00.003-04:002014-11-17T21:16:27.329-05:00Colloquium (11/4): Stephen Grimm, "How Understanding Human Beings Differs from Understanding the Natural World"<h3>
<span style="font-size: large;"><a href="http://faculty.fordham.edu/sgrimm/Site/Home.html" target="_blank">Stephen Grimm</a>, Associate Professor of Philosophy at Fordham University</span></h3>
<h4>
</h4>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://varietiesofunderstanding.com/images/grimm_home.png" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="http://varietiesofunderstanding.com/images/grimm_home.png" height="134" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Professor Grimm</td></tr>
</tbody></table>
<h4>
Tuesday, Nov. 4, 4:30pm » Willard Smith Library, Vaughan Literature Building</h4>
<div>
<i>Abstract: When we try to understand the natural world, we often appeal to things like causes or mechanisms or laws. But what happens when we try to understand other people? Do we need to appeal to something different—perhaps to notions like values or goods? I will consider a few ways in which philosophers have claimed that there is something distinctive when it comes to understanding human beings, and argue that these attempts have fallen short in various respects. I will then offer my own view about how understanding human beings differs from understanding the natural world.</i><br />
<i><br /></i>
<br />
<div>
Professor Grimm specializes in epistemology, the philosophy of science, and value theory. Since July of 2013 he has led a three-year $4.5 million dollar project on the nature of understanding, supported by a grant from the <a href="http://www.templeton.org/" target="_blank">John Templeton Foundation</a>, with additional support from the <a href="http://www.hluce.org/" target="_blank">Henry Luce Foundation</a>. The project examines the various ways in which human beings understand the world, how these ways of understanding might be improved, and how they might be combined to produce an integrated understanding of the world. More details can be found at the website for The Varieties of Understanding project: <a href="http://www.varietiesofunderstanding.com/">www.varietiesofunderstanding.com</a>.<br />
<br />
This event is co-sponsored by the Philosophy Department and the <a href="http://understanding.blogs.bucknell.edu/" target="_blank">Production of Public Understanding of Science</a> project, which is itself funded by Professor Grimm's Varieties of Understanding project!</div>
</div>
<div>
<br /></div>
<div>
<br /></div>
Unknownnoreply@blogger.com0Lewisburg, PA, USA40.9645293 -76.88441009999996840.9405483 -76.924750599999967 40.9885103 -76.844069599999969tag:blogger.com,1999:blog-3440767973493278733.post-35624216113172905562014-10-16T11:52:00.000-04:002014-11-01T16:15:51.796-04:00Colloquium and Lunch Chat (10/23): Gary Francione on the Ethics of Veganism and Animal Rights<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://law.newark.rutgers.edu/files/styles/featureimage/public/feature-images/Francione.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://law.newark.rutgers.edu/files/styles/featureimage/public/feature-images/Francione.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Professor Francione</td></tr>
</tbody></table>
<h3>
<a href="https://law.newark.rutgers.edu/faculty/faculty-profiles/gary-l-francione" target="_blank">Gary Francione</a>, Board of Governors Distinguished Professor of Law & Nicholas deB. Katzenbach Scholar of Law and Philosophy</h3>
<div>
<br /></div>
<h4>
Lunch Chat: Wednesday, Oct. 23rd @ 12 PM <span style="color: #666666;">» Traditional Reading Room, Bertrand Library</span></h4>
<h4>
</h4>
<h4>
Talk: Wednesday, Oct. 23rd @ 7:30 PM <span style="color: #666666;">» Forum, Elaine Langone Center</span></h4>
<br />
We're very pleased to welcome Professor Francione, the leading animal rights legal theorist worldwide, to campus for two events. The first is a Lunch Chat that asks "Why Don't Philosophers Take Animal Rights Seriously?" The second is a talk entitled "The Ethics of Veganism." Both events are co-sponsored by the Philosophy Department, the Environmental Studies Program, the Center for Sustainability and the Environment, and Managing for Sustainability.<br />
<br />
For more information about Professor Francione, check out his website and blog, <a href="http://www.abolitionistapproach.com/" target="_blank">Animal Rights: The Abolitionist Approach</a>. Also, Professor Francione has been in the news recently discussing the outrage that followed the posting of a video in which a man kicks a cat. For his contribution to a NYTimes "Room for Debate" discussion, see <a href="http://www.nytimes.com/roomfordebate/2014/10/01/enforcing-the-legal-rights-of-animals?ref=opinion" target="_blank">here</a>. For his CNN interview, see <a href="http://www.cnn.com/video/data/2.0/video/bestoftv/2014/10/04/smerconish-cat-kicked-10042014.cnn.html" target="_blank">here</a>.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-76430498698375128482014-10-07T21:37:00.000-04:002014-10-07T21:37:23.808-04:00Lunch Chat (10/9): Is Race Real?<span id="goog_317043206"></span><b style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><span style="color: #0b5394;">Thursday (10/9) at noon in the Traditional Reading Room, 2nd floor, Bertrand Library </span></b><br />
<br />
We talk a lot about race and racism today, but do we have a good idea of what we're talking about? Is race a genuine feature of the world? Is it <i>biologically</i> real? Or is it merely a social construct — a fiction of our thought and practice? Does it have an important <i>political </i>reality?<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.bucknell.edu/academics/majors-and-minors/political-science/faculty-and-staff/michael-james.html" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnKPopVoYWkGgX5ymwqC8cSJVxnhOTvR4EJZADu0vFls9aAenh_Wzv5vOjbnhlZe3y1eqgyChNgk3lZqS_nzhRiYebsnHA56euR-Qekfzrz7funWQrHYixC-GvKATnMwPki0aMPBevL7c/s1600/JamesMichaelMain.jpg" height="192" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Professor Michael James</td></tr>
</tbody></table>
To help guide us through these and other questions, we will be joined by Professor Michael James from the Political Science Department. Professor James has written extensively on race from historical, political, and philosophical angles. He is the author of <a href="http://plato.stanford.edu/entries/race/" target="_blank">the entry on Race</a> in the prestigious and indispensable <i><a href="http://plato.stanford.edu/" target="_blank">Stanford Encyclopedia of Philosophy</a></i>.<br />
<br />
James opens his recent article "<a href="http://www.palgrave-journals.com/polity/journal/v44/n1/full/pol201115a.html" target="_blank">The Political Ontology of Race"</a> this way:<br />
<blockquote class="tr_bq">
On November 4, 2008, America elected Barack Obama to be its first black president. Or did it? Not according to Marie Arana, whose headline in the <i>Washington Post</i> screamed, <a href="http://www.washingtonpost.com/wp-dyn/content/article/2008/11/28/AR2008112802219.html" target="_blank">“He’s not Black.”</a> Arana argues that because his mother was white, “Barack Obama is not our first black president. He is our first biracial, bicultural president.”</blockquote>
Is she right? Is this a useful way of thinking about race? Join us on Thursday at noon to chat about this and other fascinating and important issues in this vicinity. As usual, there will be pizza, salad, and relaxed and open conversation. Note the unusual location in the Traditional Reading Room rather than our usual Willard–Smith Library setting.Matthewhttp://www.blogger.com/profile/09406323176431313733noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-25929572967547594642014-10-07T09:38:00.002-04:002014-10-07T09:38:38.874-04:00<h1 style="background-color: #66cc66; color: #222222; font-family: Georgia, 'Times New Roman', Times, serif; font-weight: 400; margin: 0px; padding: 0px;">
<strong>Jahi Omari (class of 2017)</strong></h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.facstaff.bucknell.edu/mt027/pages/jahi_Awesome%20pic.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" height="243" src="http://www.facstaff.bucknell.edu/mt027/pages/jahi_Awesome%20pic.jpg" width="194" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<b><span style="color: #353535; font-family: Georgia; font-size: 16.0pt; mso-bidi-font-family: Georgia;">Hey! My name is Jahi, and I’m
double majoring in Biology/Philosophy and minoring in Japanese. On campus, I am
chair of recruitment for my co-ed service fraternity Alpha Phi Omega and
historian for Black Student Union. My research focus is on sperm competition
within newt populations, and I’m interested in the physiological effects of
long term exposure to environmental cues like chemicals, high population
density, diseases and etc. I hope to pursue my interest by attending graduate
school for clinical research.</span></b></div>
<div>
<table align="center" border="0" cellpadding="10" cellspacing="5" style="background-color: #66cc66; color: #454545; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 14px; width: 1000px;"><tbody></tbody></table>
</div>
J. K. Bakerhttp://www.blogger.com/profile/03586280109346352599noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-68184860891250377642014-09-30T11:54:00.004-04:002014-09-30T11:57:50.566-04:00Colloquium (10/2): Catherine Elgin, "Making an Example of It"<div class="separator" style="clear: both; text-align: center;">
<a href="http://elgin.harvard.edu/images/Catherine_Elgin.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://elgin.harvard.edu/images/Catherine_Elgin.jpg" height="200" width="200" /></a></div>
<h3>
<span style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 18px;"><span style="color: black; font-family: Helvetica; line-height: normal; orphans: 2; text-align: -webkit-auto; widows: 2;"><a href="http://elgin.harvard.edu/" target="_blank">Catherine Elgin</a>, </span></span><span style="font-family: Helvetica;">Professor of the Philosophy of Education, Graduate School of Education at Harvard University</span></h3>
<span style="font-family: Helvetica; font-size: x-small; orphans: 2; text-align: -webkit-auto; widows: 2;"><b><br /></b></span>
<span style="font-family: Helvetica; orphans: 2; text-align: -webkit-auto; widows: 2;"><b>Thursday, Oct. 2nd @ 4:30 PM</b></span><span style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 18px;"> » </span><span style="font-family: Helvetica; orphans: 2; text-align: -webkit-auto; widows: 2;">Academic West 108</span><span style="font-family: Helvetica; orphans: 2; text-align: -webkit-auto; widows: 2;"> </span><br />
<i style="color: #666666; font-family: Helvetica; font-size: 13px; line-height: 18.4799995422363px; orphans: 2; widows: 2;"><br /></i>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVkgC8dW4vbYBzFkVHqGlf8Uka3dyRK3IrmtZSpAaR8UKtbzmM3huGkjDaUyX1dNGc2CLjThOsD_W9fueKrVt-a8Pi9WB5rlHMiFvRVmorwcTU_GG_6D3B-B3aAetK6DzpW_BccFIqPrc8/s1600/Elgin+Talk+Poster.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVkgC8dW4vbYBzFkVHqGlf8Uka3dyRK3IrmtZSpAaR8UKtbzmM3huGkjDaUyX1dNGc2CLjThOsD_W9fueKrVt-a8Pi9WB5rlHMiFvRVmorwcTU_GG_6D3B-B3aAetK6DzpW_BccFIqPrc8/s1600/Elgin+Talk+Poster.jpg" height="320" width="208" /></a><i><span style="color: #666666; font-family: Helvetica; font-size: 13px; line-height: 18.4799995422363px; orphans: 2; widows: 2;">Abstract</span><span style="color: #666666; font-family: Helvetica; font-size: 13px; line-height: 18.4799995422363px; orphans: 2; widows: 2;">: Thinking with things often involves taking them to exemplify some of their features. Rather than being mere things, as exemplars, they function as symbols that highlight features and afford epistemic access to them.</span></i><br />
<div style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.4799995422363px; orphans: 2; widows: 2;">
<span style="font-family: Helvetica;"><br /></span></div>
<div style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.4799995422363px; orphans: 2; widows: 2;">
<span style="font-family: Helvetica;">Professor Elgin is one of the leading figures working on philosophical problems about the nature of understanding, its relationship to knowledge, and its role in science and art. She has developed the notion of "exemplification" to characterize how scientific experiments as well as works of art provide understanding, and so, cognitive access to the world.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-3207281665272227392014-09-23T16:22:00.004-04:002014-09-23T16:24:32.220-04:00Lunch Chat (9/25): Understanding Understanding<a href="http://www.bucknell.edu/images/Depts/Philosophy/FacultyStaff/SlaterMatthew-MAIN.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.bucknell.edu/images/Depts/Philosophy/FacultyStaff/SlaterMatthew-MAIN.jpg" height="192" width="200" /></a><span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">Join us at noon on September 25 in the Willard-Smith Library in Vaughan Lit for a lunch chat with Philosophy Professors</span><a href="http://www.bucknell.edu/arts-and-sciences-college-of/academic-departments/womens-and-gender-studies/faculty-and-staff/nikki-young.html" style="background-color: white; color: #1177cc; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px; text-decoration: none;" target="_blank"> </a><a href="http://www.bucknell.edu/arts-and-sciences-college-of/academic-departments/philosophy/faculty-and-staff/matthew-h-slater.html" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;" target="_blank">Matthew Slater</a><span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"> and </span><a href="http://www.bucknell.edu/arts-and-sciences-college-of/academic-departments/philosophy/faculty-and-staff/jason-leddington.html" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;" target="_blank">Jason Leddington</a><span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"> </span><span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">to discuss understanding, how it differs from knowledge, and why this might matter for science communication.</span><br />
<span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"><br /></span>
<span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">This lunch chat is the first of a series of events connected to the <a href="http://understanding.blogs.bucknell.edu/" target="_blank">Production of Public Understanding of Science Project</a> for which Professors Slater and Leddington have secured a grant from the <a href="http://www.varietiesofunderstanding.com/" target="_blank">Varieties of Understanding Project</a> at Fordham University. (For further understanding-related events in Fall 2014, see <a href="http://bucknellphilosophy.blogspot.com/2014/09/fall-2014-philosophical-events.html" target="_blank">this post</a>.)</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.bucknell.edu/images/Depts/Philosophy/FacultyStaff/LeddingtonJason-MAIN.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.bucknell.edu/images/Depts/Philosophy/FacultyStaff/LeddingtonJason-MAIN.jpg" height="192" width="200" /></a></div>
<span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">For some background on understanding, its nature, and why we care about it, check out </span><a href="http://opinionator.blogs.nytimes.com/2013/11/24/looking-into-the-black-box/?_php=true&_type=blogs&_r=0" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;" target="_blank">this post</a><span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"> by NYU philosopher of science Michael Strevens on the NYT philosophy blog, </span><i style="color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">The Stone</i><span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;">. Also have a look at </span><a href="http://www.3ammagazine.com/3am/understanding-understanding/" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;" target="_blank">this interesting interview</a><span style="background-color: white; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18.2000007629395px;"> with Fordham philosopher Stephen Grimm at 3AM.</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-56114354024848783712014-09-15T13:09:00.000-04:002014-09-23T15:35:28.855-04:00Fall 2014 Philosophical EventsWe have a great series of events schedule for the Fall 2014 Semester, several of them connected with the <i><a href="http://understanding.blogs.bucknell.edu/" target="_blank">Production of Public Understanding of Science</a> </i>grant project.<br />
<br />
<h1>
Colloquia</h1>
<h3>
"Making an Example of It"</h3>
<div>
Catherine Elgin, <i>Professor of the Philosophy of Education, Graduate School of Education, Harvard University</i><br />
October 2nd at 4:30PM</div>
<div>
» Academic West 108<br />
<br />
<h3>
"The Ethics of Veganism"</h3>
<div>
Gary Francione, <i>Board of Governors Distinguished Professor of Law & Nicholas deB. Katzenbach Scholar of Law and Philosophy, at the Rutgers School of Law</i><br />
October 23rd at 7:30PM</div>
<div>
» Bucknell Forum, Langone Center<br />
<br />
<h3>
"How Understanding Human Beings Differs from Understanding the Natural World"</h3>
<div>
Stephen Grimm, <i>Associate Professor of Philosophy at Fordham University</i><br />
November 4th at 4:30PM</div>
<div>
» Willard–Smith Library, 125 Vaughan Literature Building<br />
<br />
<h3>
"(Really) Recovering Understanding"</h3>
<div>
Gary Hardcastle, <i>Associate Professor of Philosophy at Bloomsburg University</i><br />
November 20th at 4:30PM</div>
<div>
» Academic West 108<br />
<br />
<h1>
Philosophy Lunch Chats</h1>
<div>
On select Thursdays at noon, interested faculty, staff, students, and community members gather to chat about some philosophical topic in a relaxed and friendly atmosphere. Lunch (pizza and salad) is provided.</div>
<div>
<br /></div>
<h3>
"Understanding Understanding"</h3>
<div>
with Professors Matthew Slater and Jason Leddington, Philosophy<br />
September 25th in the Willard–Smith Library</div>
<div>
<br />
<h3>
"Is Race Real?"</h3>
<div>
with guest Professor Michael James, Political Science<br />
October 9th in the Traditional Reading Room, Bertrand Library</div>
<div>
<br />
<h3>
"Why Don't Philosophers Take Animal Rights Seriously?"</h3>
<div>
with guest Professor Gary Francione, Rutgers School of Law<br />
October 23rd in the Traditional Reading Room, Bertrand Library</div>
<div>
<br />
<h3>
"Engineering and Philosophy"</h3>
<div>
<div>
with guest Professor Alan Cheville, Electrical & Computer Engineering<br />
November 13th in the Willard–Smith Library<br />
<br />
<h1>
Philosophical Film Night</h1>
<div>
Finally, we'll be showing one "philosophical film" this term: Woody Allen's classic (1989) dark comedic exploration of morality, <a href="http://www.rottentomatoes.com/m/crimes_and_misdemeanors/" style="font-weight: bold;" target="_blank">"Crimes and Misdemeanors"</a>, showing at the Campus Theatre on November 11th at 7:30PM; with a post-screening discussion.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjY4izmDh8KgSZcHD6iLR8cfnRhZcl7CeWzL5Ks_Uj4A_fqItLJovd14Ene5xRtgJeXY7wHoV2Mx5GK2SyOSrhF_BVZVKGH1pMXtvu5DDa0xslnVHbWUTvP92_6sDQNSUwSDHJbSXRuvM/s1600/fall2014-events-poster.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjY4izmDh8KgSZcHD6iLR8cfnRhZcl7CeWzL5Ks_Uj4A_fqItLJovd14Ene5xRtgJeXY7wHoV2Mx5GK2SyOSrhF_BVZVKGH1pMXtvu5DDa0xslnVHbWUTvP92_6sDQNSUwSDHJbSXRuvM/s1600/fall2014-events-poster.jpg" height="412" width="640" /></a></div>
<br /></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
Matthewhttp://www.blogger.com/profile/09406323176431313733noreply@blogger.com0tag:blogger.com,1999:blog-3440767973493278733.post-3569859796634019572014-09-12T22:44:00.002-04:002014-09-23T08:22:06.601-04:00Sheila Lintott giving a lecture at Montclair State on October 16<br />
<nav class="breadcrumbs" style="font-family: Arial, sans-serif;"><b><span style="font-size: large;"><a href="http://www.montclair.edu/" style="color: #9d0200; text-decoration: none;">Montclair State</a> » <a href="http://www.montclair.edu/chss/news/index.php" style="color: #9d0200; text-decoration: none;">CHSS</a> » <a href="http://www.montclair.edu/chss/news/article.php?ArticleID=13090" style="color: #9d0200; text-decoration: none;">Oct 16: Sheila Lintott Lecture</a></span></b></nav><article class="main-content" style="color: #56514b; font-family: Georgia, serif; line-height: 1.4em;"><b><span style="font-size: large;"><a href="https://draft.blogger.com/blogger.g?blogID=3440767973493278733" name="content-start" style="color: #9d0200;"></a></span></b><h1 style="color: black; font-family: BentonMod, Georgia, serif; font-size: 2.25em; font-weight: normal; line-height: 1.2em; margin-bottom: 0.44em; margin-top: 0.44em;">
Oct 16: Sheila Lintott Lecture</h1>
<div class=" fb_reset" id="fb-root" style="background-image: none; border-spacing: 0px; border: 0px; color: black; cursor: auto; direction: ltr; font-family: 'lucida grande', tahoma, verdana, arial, sans-serif; font-size: 11px; line-height: 1; margin: 0px; overflow: visible; padding: 0px; text-shadow: none; visibility: visible; word-spacing: normal;">
<div style="height: 0px; overflow: hidden; position: absolute; top: -10000px; width: 0px;">
<iframe allowtransparency="true" aria-hidden="true" frameborder="0" id="fb_xdm_frame_http" name="fb_xdm_frame_http" scrolling="no" src="http://static.ak.facebook.com/connect/xd_arbiter/ZEbdHPQfV3x.js?version=41#channel=f3e35d2528&origin=http%3A%2F%2Fwww.montclair.edu" style="border-style: none;" tabindex="-1" title="Facebook Cross Domain Communication Frame"></iframe><iframe allowtransparency="true" aria-hidden="true" frameborder="0" id="fb_xdm_frame_https" name="fb_xdm_frame_https" scrolling="no" src="https://s-static.ak.facebook.com/connect/xd_arbiter/ZEbdHPQfV3x.js?version=41#channel=f3e35d2528&origin=http%3A%2F%2Fwww.montclair.edu" style="border-style: none;" tabindex="-1" title="Facebook Cross Domain Communication Frame"></iframe></div>
<div style="height: 0px; overflow: hidden; position: absolute; top: -10000px; width: 0px;">
<div>
</div>
</div>
</div>
<div class="news-article" style="border-right-color: rgb(238, 238, 238); border-right-style: solid; border-right-width: 1px; float: left; font-size: 14px; margin-right: -1px; overflow: hidden; padding-right: 7px; width: 550px;">
<h3 class="lead" style="color: black; font-family: BentonMod, Georgia, serif; font-size: 1.4em; font-style: italic; font-weight: normal; line-height: 1.2em; margin-bottom: 0.71em; margin-top: 0px;">
"The Art of Friendship"</h3>
<div class="article-content">
<div style="margin-bottom: 15px; margin-top: 15px;">
<a href="http://www.bucknell.edu/x71666.xml" style="color: #9d0200;">Sheila Lintott</a> is Associate Professor of Philosophy at Bucknell University, and Chair of the Department of Women's & Gender Studies. </div>
<div style="margin-bottom: 15px; margin-top: 15px;">
<em>Lecture Description: </em>Personal relationships are not usually considered sites of aesthetic appreciation or activity. In contemporary western culture, this honor is too often reserved exclusively for Art. But why continue relying exclusively on the well-worn association of Art and aesthetics? Ignoring the aesthetic aspects of friendship impoverishes our understanding of the value and meaning of friendships, relationships that give shape and content to our lives. My view is that friendships are aesthetic expressions and impressions in and of our lives, just as form and color are aesthetic expressions and impressions in and of paintings. Here I investigate the aesthetic aspects of friendship, including how aesthetic taste influences with whom we are friends, how cultivating and sustaining friendships invites creative and relatively free expressions of self, and how good friendships help to harmoniously round out a life. </div>
</div>
</div>
</article>J. K. Bakerhttp://www.blogger.com/profile/03586280109346352599noreply@blogger.com0