<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Public Lectures at Princeton</title>
	<atom:link href="http://lectures.princeton.edu/feed/" rel="self" type="application/rss+xml" />
	<link>http://lectures.princeton.edu</link>
	<description>Public Lectures at Princeton University</description>
	<lastBuildDate>Tue, 23 Apr 2013 19:19:14 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.5.1</generator>
		<item>
		<title>Edward Tufte, Data Theorist and Sculptor</title>
		<link>http://lectures.princeton.edu/2013/edward-tufte-data-statistician-and-pioneer-in-the-field-of-data-visualization/</link>
		<comments>http://lectures.princeton.edu/2013/edward-tufte-data-statistician-and-pioneer-in-the-field-of-data-visualization/#comments</comments>
		<pubDate>Wed, 23 Jan 2013 18:10:40 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[2012-2013 Lectures]]></category>
		<category><![CDATA[Arts & Humanities]]></category>
		<category><![CDATA[Cosponsored Lectures]]></category>
		<category><![CDATA[Spencer Trask Lectures]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1602</guid>
		<description><![CDATA[Thursday, April 4, 2013 at 8:00 pm NOTE:  McCosh 10 Cosponsored by the Spencer Trask Lectures Series and the Program of Belknap Visitors in the Humanities The Thinking Eye Edward Tufte, data theorist and pioneer in the field of data visualization, will discuss seeing, reasoning, and producing in high science and high art.   His [...]]]></description>
				<content:encoded><![CDATA[<p><img alt="" src="data:image/jpeg;base64,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" /></p>
<p>Thursday, April 4, 2013 at 8:00 pm</p>
<p><strong>NOTE</strong>:  McCosh 10</p>
<p>Cosponsored by the Spencer Trask Lectures Series and the Program of Belknap Visitors in the Humanities</p>
<p><strong>The Thinking Eye </strong></p>
<p>Edward Tufte, data theorist and pioneer in the field of data visualization, will discuss seeing, reasoning, and producing in high science and high art.   His latest project &#8220;The Thinking Eye&#8221; examines &#8220;forever knowledge&#8221; and helping people &#8220;see without words.&#8221;</p>
<p>Edward Tufte,  Professor Emeritus Political Science at Yale University, previously taught at Princeton.  His books include &#8220;The Visual Display of Quantitative Information&#8221; (1983), &#8220;Visual Explanation&#8221; (1997) and &#8220;Beautiful Evidence&#8221; (2006).   A data theorist and sculptor, he has been described by the <em>New York Times</em> as &#8220;The Leonardo da Vinci of data&#8221; and by <em>Business Week</em> as &#8220;the Galileo of Graphics.&#8221;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2013/edward-tufte-data-statistician-and-pioneer-in-the-field-of-data-visualization/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>POSTPONED Lisa Randall, Physicist</title>
		<link>http://lectures.princeton.edu/2013/lisa-randall-physicist/</link>
		<comments>http://lectures.princeton.edu/2013/lisa-randall-physicist/#comments</comments>
		<pubDate>Tue, 08 Jan 2013 16:43:52 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[2012-2013 Lectures]]></category>
		<category><![CDATA[Louis Clark Vanuxem Lectures]]></category>
		<category><![CDATA[Technology & Natural Sciences]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1596</guid>
		<description><![CDATA[  The Implications of the Discovery of the Higgs Boson May 2, 2013 Louis Clark Vanuxem Lecture Lisa Randall is the Frank J. Baird, Jr., Professor Science at Harvard University and a leading expert on particle physics and cosmology. &#160;]]></description>
				<content:encoded><![CDATA[<p><img alt="" src="data:image/jpeg;base64,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" />  <strong>The Implications of the Discovery of the Higgs Boson</strong></p>
<p>May 2, 2013</p>
<p>Louis Clark Vanuxem Lecture</p>
<p>Lisa Randall is the Frank J. Baird, Jr., Professor Science at Harvard University and a leading expert on particle physics and cosmology.</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2013/lisa-randall-physicist/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Michele Flournoy</title>
		<link>http://lectures.princeton.edu/2013/michele-flournoy/</link>
		<comments>http://lectures.princeton.edu/2013/michele-flournoy/#comments</comments>
		<pubDate>Tue, 08 Jan 2013 16:37:28 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[2012-2013 Lectures]]></category>
		<category><![CDATA[Politics & Society]]></category>
		<category><![CDATA[Walter E. Edge Lectures]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1592</guid>
		<description><![CDATA[Former Under Secretary of Defense Michèle Flournoy Tuesday, April 30, 2013 at 8:00 pm McCosh 50 Walter E. Edge Lecture Sustaining U.S. Global Leadership in a Time of Austerity: A Strong, Pragmatic and Principled Approach to U.S. National Security Former Under Secretary of Defense Michèle Flournoy will discuss the tough choices we need to make [...]]]></description>
				<content:encoded><![CDATA[<p><strong>Former Under Secretary of Defense Michèle Flournoy </strong></p>
<p><img alt="" src="data:image/jpeg;base64,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" /></p>
<p>Tuesday, April 30, 2013 at 8:00 pm</p>
<p>McCosh 50</p>
<p>Walter E. Edge Lecture</p>
<p><strong>Sustaining U.S. Global Leadership in a Time of Austerity: A Strong, Pragmatic and Principled Approach to U.S. National Security</strong></p>
<p>Former Under Secretary of Defense Michèle Flournoy will discuss the tough choices we need to make in order to maintain the foundations of U.S. power and influence. In order to set the conditions for long-term economic recovery, the United States must stay engaged in the world and adapt to 21st century realities. Sustaining American global leadership will require a pragmatic, principled approach, which Flournoy offers as the basis for a new bipartisan consensus.</p>
<p>Michèle Flournoy served as Under Secretary of Defense for Policy from 2009 – 2012, the highest-ranking civilian woman to ever serve in the Defense Department.  She founded and was named President of the Center for a New American Security.  She previously served as a Senior Advisor at the Center for Strategic and International Studies and as a Distinguished Research Professor at the Institute for National Strategic Studies at the National Defense University.</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2013/michele-flournoy/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Ronald Graham, Mathematician and Juggler</title>
		<link>http://lectures.princeton.edu/2013/ronald-graham-2/</link>
		<comments>http://lectures.princeton.edu/2013/ronald-graham-2/#comments</comments>
		<pubDate>Tue, 08 Jan 2013 16:28:28 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[2012-2013 Lectures]]></category>
		<category><![CDATA[Cosponsored Lectures]]></category>
		<category><![CDATA[Louis Clark Vanuxem Lectures]]></category>
		<category><![CDATA[Technology & Natural Sciences]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1587</guid>
		<description><![CDATA[Juggling Mathematics and Magic Monday, April 22, 2013 Louis Clark Vanuxem Lecture NOTE:  McCosh 50 The mystery of magic and the art of juggling have surprising links to interesting ideas from mathematics. In this talk, Professor Graham will illustrate some of these connections. Ronald Graham, Irwin and Joan Jacobs Professor, Department of Computer Science and [...]]]></description>
				<content:encoded><![CDATA[<p><img alt="" src="data:image/jpeg;base64,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" /><strong></strong></p>
<p><strong>Juggling Mathematics and Magic<br />
</strong></p>
<p>Monday, April 22, 2013</p>
<p>Louis Clark Vanuxem Lecture</p>
<p>NOTE:  McCosh 50</p>
<p>The mystery of magic and the art of juggling have surprising links to interesting ideas from mathematics. In this talk, Professor Graham will illustrate some of these connections.</p>
<p>Ronald Graham, Irwin and Joan Jacobs Professor, Department of Computer Science and Engineering, UCSD, is a past president of both the Mathematical Association of America and the International Juggler&#8217;s Association.  This event is cosponsored by the Mathematics Department.</p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2013/ronald-graham-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>CANCELLED  &#8211;   Edward O. Wilson, Biologist</title>
		<link>http://lectures.princeton.edu/2012/the-social-conquest-of-the-earth/</link>
		<comments>http://lectures.princeton.edu/2012/the-social-conquest-of-the-earth/#comments</comments>
		<pubDate>Wed, 28 Nov 2012 16:29:02 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[2012-2013 Lectures]]></category>
		<category><![CDATA[Cosponsored Lectures]]></category>
		<category><![CDATA[Louis Clark Vanuxem Lectures]]></category>
		<category><![CDATA[Technology & Natural Sciences]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1570</guid>
		<description><![CDATA[Edward Wilson has cancelled his visit to Princeton due to illness. &#160; The Social Conquest of Earth  Monday, April 8, 2013 at 8:00 pm, McCosh 50 Cosponsored by Vanuxem Lecture Series and the Program of Belknap Visitors in the Humanities Where do humans come from?  What are we?  Biologist Edward O. Wilson, one of our [...]]]></description>
				<content:encoded><![CDATA[<p><strong>Edward Wilson has cancelled his visit to Princeton due to illness.</strong></p>
<p>&nbsp;</p>
<p><img alt="" src="data:image/jpeg;base64,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" /> <strong>The Social Conquest of Earth </strong></p>
<p>Monday, April 8, 2013 at 8:00 pm, McCosh 50</p>
<p>Cosponsored by Vanuxem Lecture Series and the Program of Belknap Visitors in the Humanities</p>
<p>Where do humans come from?  What are we?  Biologist Edward O. Wilson, one of our greatest living scientists, draws on his unparalleled knowledge of evolution and social behavior to show that group selection, not kin selection, serves as the primary driving force of human evolution.  Dr. Wilson will discuss the seventeen known cases of animal species with advanced social behavior based on the reproductive division of labor to throw new light on the circumstances under which the human species evolved.  Approached as a very rare product of evolution by multilevel natural selection, the human condition can be analyzed with greater effectiveness.</p>
<p>Edward O. Wilson is a University Research Professor Emeritus at Harvard.  His many books include &#8220;Sociobiology: The New Synthesis&#8221; (1975); &#8220;On Human Nature&#8221; (1979); &#8220;The Diversity of Life&#8221; (1992); &#8220;The Future of Life&#8221; (2002); and &#8220;The Social Conquest of Earth&#8221; (2012).</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2012/the-social-conquest-of-the-earth/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Claude Steele, Author of &#8220;Whistling Vivaldi: And Other Clues to How Stereotypes Affect Us&#8221;</title>
		<link>http://lectures.princeton.edu/2012/claude-steele/</link>
		<comments>http://lectures.princeton.edu/2012/claude-steele/#comments</comments>
		<pubDate>Wed, 14 Nov 2012 22:39:34 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[2012-2013 Lectures]]></category>
		<category><![CDATA[Politics & Society]]></category>
		<category><![CDATA[Stafford Little Lectures]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1556</guid>
		<description><![CDATA[&#160; Tuesday, March 26, 2013 8:00 pm, McCosh 50 Stereotype Threat:  How It Affects us and What We Can Do About It Claude Steele, internationally renowned social scientist and Dean of the Graduate School of Education at Stanford, will discuss his theory of stereotype threat, which has been the focus of much of his research [...]]]></description>
				<content:encoded><![CDATA[<p>&nbsp;</p>
<p><img alt="" src="data:image/jpeg;base64,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" /></p>
<p>Tuesday, March 26, 2013</p>
<p>8:00 pm, McCosh 50</p>
<p><b>Stereotype Threat:  How It Affects us and What We Can Do About It</b></p>
<p>Claude Steele, internationally renowned social scientist and Dean of the Graduate School of Education at Stanford, will discuss his theory of stereotype threat, which has been the focus of much of his research and writing throughout his academic career. The theory examines how people from different groups, being threatened by different stereotypes, can have quite different experiences in the same situation. It has also been used to understand group differences in performance ranging from the intellectual to the athletic. Steele&#8217;s recent book, &#8220;Whistling Vivaldi: And Other Clues to How Stereotypes Affect Us and What We Can Do,&#8221; published in 2010, was based on this research and lays out a plan to mitigate the negative effects of “stereotype threat”.</p>
<p>Claude Steele, is the I. James Quillen Dean, Stanford University School of Education and Author of <em>Whistling Vivaldi: And Other Clues to How Stereotypes Affect Us</em></p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2012/claude-steele/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Cosponsored Event: Susan Heuck Allen</title>
		<link>http://lectures.princeton.edu/2012/cosponsored-event-susan-heuck-allen/</link>
		<comments>http://lectures.princeton.edu/2012/cosponsored-event-susan-heuck-allen/#comments</comments>
		<pubDate>Mon, 29 Oct 2012 21:07:21 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[Cosponsored Lectures]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1535</guid>
		<description><![CDATA[&#8220;Classical Spies&#8221; Location: McCormick Hall, Room 106 Date/Time: December 6, 2012, 5:00 pm Author Susan Heuck Allen will discuss her book &#8220;Classical Spies: American Archaeologists with the OSS in World War II Greece.&#8221;  This event is cosponsored by the Princeton Society of the Archaeological Institute of America and Princeton Public Lectures.]]></description>
				<content:encoded><![CDATA[<p><a href="http://www.princeton.edu/hellenic/events_archive/viewevent.xml?id=313"><strong>&#8220;Classical Spies&#8221;</strong></a></p>
<p><strong>Location:</strong> McCormick Hall, Room 106</p>
<p><strong></strong><strong>Date/Time: </strong>December 6, 2012, 5:00 pm</p>
<p>Author Susan Heuck Allen will discuss her book &#8220;Classical Spies: American Archaeologists with the OSS in World War II Greece.&#8221;  <a href="http://www.princeton.edu/hellenic/events_archive/viewevent.xml?id=313">This event is cosponsored by the Princeton Society of the Archaeological Institute of America and Princeton Public Lectures.</a></p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2012/cosponsored-event-susan-heuck-allen/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>David Brooks</title>
		<link>http://lectures.princeton.edu/2012/david-brooks/</link>
		<comments>http://lectures.princeton.edu/2012/david-brooks/#comments</comments>
		<pubDate>Fri, 15 Jun 2012 14:48:38 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[2012-2013 Lectures]]></category>
		<category><![CDATA[Politics & Society]]></category>
		<category><![CDATA[Stafford Little Lectures]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1468</guid>
		<description><![CDATA[Politics and the Organization Kid November 26, 2012 A decade after David Brooks visited the Princeton campus and diagnosed the students as professional &#8220;Organization Kids,&#8221; the New York Times columnist returns to take a second temperature and explore how this achievement ethos has served the country and its elite, both for good and for ill, [...]]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpeg;base64,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" alt="" /></p>
<p><strong>Politics and the Organization Kid<br />
</strong>November 26, 2012</p>
<p>A decade after David Brooks visited the Princeton campus and diagnosed the students as professional &#8220;Organization Kids,&#8221; the New York Times columnist returns to take a second temperature and explore how this achievement ethos has served the country and its elite, both for good and for ill, and what this means in light of the current political environment.</p>
<p>David Brooks is a New York Times columnist, a senior editor at The Weekly Standard, a contributing editor at Newsweek and the Atlantic Monthly, and a commentator on &#8220;The PBS Newshour.&#8221;  He is the author of &#8220;Bobos In Paradise: The New Upper Class and How They Got There&#8221; and “On Paradise Drive : How We Live Now (And Always Have) in the Future Tense,” both published by Simon &amp; Schuster. His most recent book is “The Social Animal: The Hidden Sources of Love, Character, and Achievement,” published by Random House in March 2011.<br />
<em></em></p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2012/david-brooks/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>John Grotzinger, Mars Science Lab Project Manager</title>
		<link>http://lectures.princeton.edu/2012/discoveries-from-the-mars-curiousity-rover/</link>
		<comments>http://lectures.princeton.edu/2012/discoveries-from-the-mars-curiousity-rover/#comments</comments>
		<pubDate>Wed, 14 Mar 2012 13:00:31 +0000</pubDate>
		<dc:creator>mh13</dc:creator>
				<category><![CDATA[2012-2013 Lectures]]></category>
		<category><![CDATA[Louis Clark Vanuxem Lectures]]></category>
		<category><![CDATA[Technology & Natural Sciences]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1564</guid>
		<description><![CDATA[Curiosity&#8217;s Mission to Mars: Newest Discoveries from Gale Crater Thursday, March 14, 2013 at 8:00 pm NOTE:  Dodds Auditorium, Robertson Hall John Grotzinger, Chief Scientist for NASA&#8217;s Mars Science Laboratory Mission The Mars Science Laboratory’s rover Curiosity is part of NASA’s Mars Exploration Program, a long-term effort to explore the red planet, to study the [...]]]></description>
				<content:encoded><![CDATA[<p><img alt="" src="data:image/jpeg;base64,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" /><strong>Curiosity&#8217;s Mission to Mars: Newest Discoveries from Gale Crater<br />
</strong></p>
<p>Thursday, March 14, 2013 at 8:00 pm</p>
<p><strong>NOTE</strong>:  Dodds Auditorium, Robertson Hall</p>
<p>John Grotzinger, Chief Scientist for NASA&#8217;s Mars Science Laboratory Mission</p>
<p>The Mars Science Laboratory’s rover <b><i>Curiosity</i></b> is part of NASA’s Mars Exploration Program, a long-term effort to explore the red planet, to study the rich environmental history of early Mars, and to assess whether Mars ever had an environment able to support small life forms called microbes.  On August 5, 2012, <em><strong>Curiosity</strong></em> touched down on Mars’ Gale Crater, an area chosen as the field site for based on its regional context and strong evidence for a progression through multiple potentially habitable environments. Grotzinger will discuss the most recent mission results.</p>
<p>John Grotzinger is the Fletcher Jones Professor of Geology at Caltech.</p>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2012/discoveries-from-the-mars-curiousity-rover/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Josh Kornbluth</title>
		<link>http://lectures.princeton.edu/2012/josh-kornbluth/</link>
		<comments>http://lectures.princeton.edu/2012/josh-kornbluth/#comments</comments>
		<pubDate>Thu, 02 Feb 2012 16:21:22 +0000</pubDate>
		<dc:creator>susan</dc:creator>
				<category><![CDATA[2011-2012 Lectures]]></category>
		<category><![CDATA[Arts & Humanities]]></category>
		<category><![CDATA[J. Edward Farnum Lectures]]></category>
		<category><![CDATA[Technology & Natural Sciences]]></category>

		<guid isPermaLink="false">http://lectures.princeton.edu/?p=1431</guid>
		<description><![CDATA[The Mathematics of Change: A Comic Monologue about Failure at Princeton April 5, 2012 J. Edward Farnum Lecture (cosponsored by the Department of Mathematics) Josh Kornbluth (&#8217;80) is a comic monologuist who has performed in theaters around the country, as well as in Poland and India.  He codirected and starred in the feature film Haiku Tunnel, [...]]]></description>
				<content:encoded><![CDATA[<p><strong><a href="http://lectures.princeton.edu/wp-content/uploads/2012/02/Josh-kornbluth-low-res.jpg"><img class="alignleft size-thumbnail wp-image-1454" title="Josh kornbluth low res" src="http://lectures.princeton.edu/wp-content/uploads/2012/02/Josh-kornbluth-low-res-150x150.jpg" alt="" width="150" height="150" /></a><em>The Mathematics of Change:</em> A Comic Monologue about Failure at Princeton<br />
</strong>April 5, 2012<br />
J. Edward Farnum Lecture (cosponsored by the Department of Mathematics)</p>
<div>Josh Kornbluth (&#8217;80) is a comic monologuist who has performed in theaters around the country, as well as in Poland and India.  He codirected and starred in the feature film <em>Haiku Tunnel</em>, released nationally by Sony Pictures Classics in 2001, and stars in the forthcoming movie <em>Love &amp; Taxes.</em>  His show <em>Red Diaper Baby </em>was nominated for a Drama Desk Award and was selected for the collection <em>Best American Plays of 1992. </em><em>The Mathematics of Change</em> tells the raucous story of what happened when Josh, as a Princeton freshman who planned to become (in his father&#8217;s words) &#8220;the greatest mathematician who has ever lived,&#8221; hit the wall at freshman calculus. It also describes some of the horrible work-study jobs he worked at (exposing himself to mouse cancer in a biology lab, and to radiation at the cyclotron), as well as his passionate struggle to pass the undergraduate swimming test. <em>The Mathematics of Change</em> examines, with comedy and pathos, what happens when a young person is caught between the success he&#8217;s always expected and the failure he seems to be experiencing.</div>
<div></div>
]]></content:encoded>
			<wfw:commentRss>http://lectures.princeton.edu/2012/josh-kornbluth/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
