<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8742724418360192842</id><updated>2012-02-15T15:52:20.599-08:00</updated><category term='Alcocholics Anonymous'/><category term='Tennis'/><category term='Mark Bauerlein'/><category term='Homer'/><category term='Ken Miller'/><category term='Roger Scruton'/><category term='community'/><category term='Swingers'/><category term='mixed use'/><category term='abortion'/><category term='nature'/><category term='C.S. 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Mill'/><category term='parenting'/><category term='Kinnaman'/><category term='Les Krohnfeldt'/><category term='Drive'/><category term='Christian Smith'/><category term='infrastructure'/><category term='Michael Ward'/><category term='Einstein'/><category term='Rush Limbaugh'/><category term='Michael Sandel'/><category term='gardening'/><category term='Christianity'/><category term='u2'/><category term='Samuel Johnson'/><category term='Mary Dyer'/><category term='morality'/><category term='Roger Federer'/><category term='astronomy'/><category term='urbanism'/><category term='waterboarding'/><category term='conservatism'/><category term='Craig Damrauer'/><category term='Farmer&apos;s Markets'/><category term='Newton'/><category term='Isaacson'/><category term='After Virtue'/><category term='Thomas Reid'/><category term='principalities and powers'/><category term='Nicholas Wolterstorff'/><category term='Creativity'/><category term='Truth Project'/><category term='animal rights'/><category term='Protestantism'/><category term='Joe Carter'/><category term='postmodernism'/><category term='The Hobbit'/><category term='Michael Kinsley'/><category term='William Saletan'/><category term='M.I.T.'/><category term='Richard Feynman'/><category term='tithing'/><category term='Jesus'/><category term='suffering'/><category term='personhood'/><category term='humor'/><category term='silence'/><category term='Adam McHugh'/><category term='Neil Postman'/><category term='logic'/><category term='dogs'/><category term='Entertainment'/><category term='Settlers of Catan'/><category term='reason'/><category term='grades'/><category term='David James Duncan'/><category term='seomoz'/><category term='student humor'/><category term='Gustav'/><category term='physicalism'/><category term='tradition'/><category term='Dale Allison'/><category term='Barack Obama'/><category term='Rob Stennett'/><category term='Martin Luther'/><category term='inductivism'/><category term='Peter Singer'/><category term='Groothius'/><category term='Susan Boyle'/><category term='divine goodness'/><category term='Wal Mart'/><category term='Laura Miller'/><category term='virtue ethics'/><category term='Susan Cheever'/><category term='Rob Bell'/><category term='Tony Jones'/><category term='Thomas Carroll'/><category term='Lent'/><category term='Patrick Deneen'/><category term='dancing'/><category term='living wills'/><category term='Ronald Sider'/><category term='Eugene Cho'/><category term='Aslan'/><category term='Religion'/><category term='orphans'/><category term='prayer'/><category term='powerpoint'/><category term='baptism'/><category term='The River Why'/><category term='children'/><category term='Arthur Eddington'/><category term='near death experiences'/><category term='utilitarianism'/><category term='MacIntyre'/><category term='politics'/><category term='objectified'/><category term='graduate school'/><category term='diapers'/><category term='Art'/><category term='Science'/><category term='Richard Dawkins'/><category term='television'/><category term='Supreme Court'/><category term='Science and Religion'/><category term='evangelicals'/><category term='C.Stephen Evans'/><category term='Makoto Fujimura'/><category term='Elizabeth Anscombe'/><category term='food'/><category term='Aristotle'/><category term='Alan Carter'/><category term='Alan Jacobs'/><category term='The Thorn'/><category term='Moralistic Therapeutic Deism'/><category term='contraception'/><category term='Christian Hipsters'/><category term='Duns Scotus'/><category term='money'/><title type='text'>below the din</title><subtitle type='html'>A blog attempting to create threads and coherence among the jumbled arrows of my interests.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default?start-index=101&amp;max-results=100'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>248</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-2493213677160310691</id><published>2011-12-17T13:07:00.001-08:00</published><updated>2011-12-17T13:43:46.907-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='introverts'/><category scheme='http://www.blogger.com/atom/ns#' term='Tim Tebow'/><category scheme='http://www.blogger.com/atom/ns#' term='Adam McHugh'/><title type='text'>Tebow and Extroverted Faith</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   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 mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin:0in;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p&gt;Over breakfast with some good friends this morning, the conversation turned, as all Colorado conversations must inevitably turn in order to fulfill their fall telos, to Tim Tebow.  I remarked on how hilariously fascinating it was that a &lt;a href="http://blogs.denverpost.com/broncos/2011/12/14/watch-full-tebow-sound-fx-online/11282/"&gt;Tebow mic'd up clip&lt;/a&gt; showed him singing "Lord, I lift your name on high" as he ran out for an offensive series.  It shows Tebow ceaselessly encouraging his teammates, and it also shows his gregarious Christianity with the name of Jesus always on his lips.&lt;br /&gt;&lt;br /&gt;One friend remarked that his wife had been quite bothered by viewing the clip.  The rest of us were surprised by her lack of faith in our Bronco messiah, and he explained that she thinks that the hype tends to &lt;i style="mso-bidi-font-style:normal"&gt;reinforce the paradigm of extroverted Christianity&lt;/i&gt;. &lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;I knew she’d been reading &lt;a href="http://www.introvertedchurch.com/"&gt;Adam McHugh’s&lt;/a&gt; book &lt;a href="http://www.amazon.com/Introverts-Church-Finding-Extroverted-Culture/dp/0830837027"&gt;Introverts in the Church&lt;/a&gt;, and I think she’s onto an interesting connection.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Something that’s not in the least bit Tebow’s fault, but possibly a reinforced paradigm nonetheless.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/p&gt;  &lt;p&gt;Here’s an example of what &lt;a href="http://www.patheos.com/blogs/jesuscreed/2011/11/18/22339/"&gt;McHugh has in mind about introverts:&lt;/a&gt; &lt;/p&gt;  &lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;Unfortunately, owing to a few antisocial types as well as to a general extroverted bias in our culture, introverts get a bad rap. Mainstream American culture values gregarious, aggressive people who are skilled in networking and who can quickly turn strangers into friends. Often we identify leaders as those people who speak up the most and the fastest, whether or not their ideas are the best.&lt;/p&gt;  &lt;p&gt;As a result, introverts are often defined by what we’re not rather than by what we are. We’re labeled as standoffish or misanthropic or timid or passive. But the truth is that we are people who are energized in solitude, rather than among people. We may be comfortable and articulate in social situations and we may enjoy people, but our time in the outer worlds drains us and we must retreat into solitude to be recharged. We also process silently before we speak, rather than speaking in order to think, as extroverts do. We generally listen a little more than we talk, observe for a while before we engage, and have a rich inner life that brings us great stimulation and satisfaction. Neurological studies have demonstrated that our brains naturally have more activity and blood flow, and thus we need less external stimulation in order to thrive.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;  &lt;p&gt;Watching &lt;a href="http://blogs.denverpost.com/broncos/2011/12/14/watch-full-tebow-sound-fx-online/11282/"&gt;Tebow mic’d up&lt;/a&gt; certainly seems like watching an extroverted Christianity, though there are probably elements of the NFL quarterback/superstar role being performed.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Perhaps Tebow is really an introvert who often needs people to get the hell away.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;But I can see how introverts and the like would be troubled by the media’s idealization of the gregarious, extroverted aspects of Tebow’s Christianity, even if it’s unintentional.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-2493213677160310691?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/2493213677160310691/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=2493213677160310691' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/2493213677160310691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/2493213677160310691'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/12/tebow-and-extroverted-faith.html' title='Tebow and Extroverted Faith'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-439130504014974691</id><published>2011-12-15T09:55:00.000-08:00</published><updated>2011-12-15T09:57:37.005-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='atheism'/><category scheme='http://www.blogger.com/atom/ns#' term='Merold Westphal'/><category scheme='http://www.blogger.com/atom/ns#' term='Lent'/><title type='text'>The Sunday School class of my dreams</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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 &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;And I think that kind of project would make for the greatest Sunday School class ever, so here’s my dream church class for Lent, based off of sections in his book: &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt; February 26: Atheism for Lent, or, when NOT to argue against Atheism&lt;/p&gt;    &lt;p class="MsoNormal"&gt; March 4: Freud as theologian of original sin&lt;/p&gt;    &lt;p class="MsoNormal"&gt; March 11: Marx: how religion embraces evil&lt;/p&gt;    &lt;p class="MsoNormal"&gt; March 18: Marx II: The biblical critique of Christianity&lt;/p&gt;    &lt;p class="MsoNormal"&gt; March 25: Nietzsche and our glittering vices&lt;/p&gt;    &lt;p class="MsoNormal"&gt; April 1:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Conclusion:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;The Dangers of Suspicion&lt;/p&gt;&lt;p class="MsoNormal"&gt;I haven't been to a Sunday School class for years upon years.  But I'd sure go to something like this. &lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-439130504014974691?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/439130504014974691/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=439130504014974691' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/439130504014974691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/439130504014974691'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/12/sunday-school-class-of-my-dreams.html' title='The Sunday School class of my dreams'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-539275052509110673</id><published>2011-12-07T21:05:00.000-08:00</published><updated>2011-12-07T21:06:24.292-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Simon Critchley'/><category scheme='http://www.blogger.com/atom/ns#' term='continental philosophy'/><category scheme='http://www.blogger.com/atom/ns#' term='J.S. Mill'/><title type='text'>"Continental" philosophy</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt; 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 mso-para-margin-left:0in;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;I don’t know jack about Continental philosophy, so one of the books I’ve picked up is Simon Critchley’s wonderful little &lt;a href="http://www.amazon.com/Continental-Philosophy-Short-Introduction-Introductions/dp/0192853597"&gt;Continental Philosophy: a very short introduction&lt;/a&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Critchley identifies John Stuart Mill as someone who illustrates that the concept of “Continental philosophy” goes back to debates about the relationship between Britain to the European Continent.&lt;span style="mso-spacerun:yes"&gt;   &lt;/span&gt;Mill thinks that Jeremy Bentham and Samuel Taylor Coleridge had radically different philosophical approaches, such that Mill could say, “it may be...affirmed, that every Englishman of the present day is by implication either a Benthamite or a Coleridgean.”&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Critchley comments, &lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p class="MsoNormal"&gt;Mill thinks Bentham asks of any ancient doctrine or received opinion, ‘Is it true?; whereas Coleridge asks, ‘What is the meaning of it?’. So, ‘the Continental philosophy’ is concerned with meaning, whereas its Benthamite opposite is concerned with truth...If Bentham is concerned with the question of knowledge, then Coleridge is concerned with the question of wisdom.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;...It is extremely tempting to psychologize what Mill is saying here, for in the winter of 1826-27, at the age of twenty, he underwent a severe ‘mental crisis’.&lt;span style=""&gt;  &lt;/span&gt;Mill asked himself, like many young people, whether he would be happy if all his objects in life were realized, and had to answer that he would not.&lt;span style=""&gt;  &lt;/span&gt;The utilitarianism of Mill’s extraordinary education produced knowledge but was inadequate for wisdom or, indeed, happiness.&lt;span style=""&gt;  &lt;/span&gt;Mill partially overcame his depression through the reading of Wordsworth’s poems, remarking, ‘From them I seemed to learn what would be the perennial sources of happiness’.&lt;span style=""&gt;  &lt;/span&gt;Mill learned, in his words, that ‘I was not a stock or a stone’, and was led to dissent from Bentham’s judgement that ‘poetry was no better than push-pin.’&lt;span style=""&gt;  &lt;/span&gt;Mill decided it was a lot better than push-pin and immersed himself in the reading of the Coleridgeans, and their German predecessors, such as Goethe, whose ‘many-sidedness’ Mill admired, and the humanistic philosopher and linguist, Wilhem von Humboldt.&lt;span style=""&gt;  &lt;/span&gt;When asked by the historian Thomas Carlyle whether he had entirely changed his opinion of matters, Mill replied, referring to the logic on which he had been brought up, ‘I believe in spectacles’, but added, ‘but I think eyes are necessary too’.&lt;span style=""&gt;  &lt;/span&gt;&lt;/p&gt;&lt;/blockquote&gt;&lt;p class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-539275052509110673?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/539275052509110673/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=539275052509110673' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/539275052509110673'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/539275052509110673'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/12/continental-philosophy.html' title='&quot;Continental&quot; philosophy'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-6739997176386539980</id><published>2011-11-25T13:57:00.000-08:00</published><updated>2011-11-25T14:02:17.402-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Michael Sandel'/><category scheme='http://www.blogger.com/atom/ns#' term='Michael Kinsley'/><category scheme='http://www.blogger.com/atom/ns#' term='gay marriage'/><title type='text'>Gay Marriage and Moral Neutrality</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt; 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  &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* 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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Usually the same-sex marriage debate is framed so that there are only two choices: recognize marriage between a man and a woman, or recognize same-sex and opposite sex marriages.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;But why can’t there be a third choice? &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;The state shouldn’t recognize marriage of any kind, but leave this role to private institutions.&lt;span style="mso-spacerun:yes"&gt;   &lt;/span&gt;As &lt;a href="http://www.amazon.com/Justice-Whats-Right-Thing-Do/dp/0374180652"&gt;Michael Sandel puts it&lt;/a&gt;, this would be a sort of “disestablishment of marriage” in the same way that we’ve disestablished religion in terms of getting rid of an official state church while allowing churches to exist independent of the state.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Sandel quotes Michael Kinsley: &lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;/p&gt;&lt;blockquote&gt;Let churches and other religious institutions continue to offer marriage ceremonies.&lt;span style=""&gt;  &lt;/span&gt;Let department stores and casinos get into the act if they want...Let couples celebrate their union in any way they choose and consider themselves married whenever they want...And, yes, if three people want to get married, or one person wants to marry herself, and someone else wants to conduct a ceremony and declare them married, let ‘em. (Sandel, 256).&lt;span style=""&gt; &lt;/span&gt;&lt;/blockquote&gt;&lt;span style="mso-spacerun:yes"&gt;&lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt;&lt;/span&gt;If we were to replace all state-sanctioned marriages with civil unions, this would avoid having judges and citizens engage in moral and religious issues about the purpose of marriage and morality of homosexuality.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Interestingly, while Sandel doesn’t accept this solution, he thinks that the other approaches must necessarily deal with questions of the purposes of marriage and the goods it honors.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;The case for same-sex marriage, he argues, &lt;i style="mso-bidi-font-style:normal"&gt;can’t&lt;/i&gt; be made on non-judgmental grounds, despite claims to be merely supporting the ideas of nondiscrimination and freedom of choice:&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;p&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;/p&gt;&lt;blockquote&gt;when we look closely at the case for same-sex marriage, we find that it cannot rest on the ideas of nondiscrimination and freedom of choice.&lt;span style=""&gt;  &lt;/span&gt;In order to decide who should qualify for marriage, we have to think through the purpose of marriage and the virtues it honors.&lt;span style=""&gt;  &lt;/span&gt;And this carries us onto contested moral terrain, where we can’t remain neutral toward competing conceptions of the good life (260). &lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;Sandel, Michael.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;i style="mso-bidi-font-style:normal"&gt;Justice: What’s the Right Thing To Do?&lt;/i&gt; New York: Farrar, Straus and Giroux, 2009.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Print.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-6739997176386539980?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/6739997176386539980/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=6739997176386539980' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/6739997176386539980'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/6739997176386539980'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/11/gay-marriage-and-moral-neutrality.html' title='Gay Marriage and Moral Neutrality'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-868153562074199377</id><published>2011-11-21T13:04:00.000-08:00</published><updated>2011-11-21T13:11:38.371-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='opentheism'/><category scheme='http://www.blogger.com/atom/ns#' term='Minority Report'/><category scheme='http://www.blogger.com/atom/ns#' term='philosophy and film'/><category scheme='http://www.blogger.com/atom/ns#' term='philosophy'/><category scheme='http://www.blogger.com/atom/ns#' term='JohnSanders'/><category scheme='http://www.blogger.com/atom/ns#' term='free will'/><title type='text'>Foreknowledge, Free Will, and Minority Report</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://upload.wikimedia.org/wikipedia/en/7/79/Witwer_ball.JPG"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 478px; height: 205px;" src="http://upload.wikimedia.org/wikipedia/en/7/79/Witwer_ball.JPG" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;My philosophy class and I are viewing &lt;a href="http://en.wikipedia.org/wiki/Minority_Report_%28film%29"&gt;Minority Report&lt;/a&gt; to supplement our discussions of free will.  In the movie, the precog Agatha says that since John Anderton knows his future, he can change it.&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;I don’t think so.&lt;br /&gt;&lt;br /&gt;I’m reminded of a similar problem regarding petitionary prayer to a God who foreknows the future.  John Sanders &lt;a href="http://www.opentheism.info/pdf/sanders/openness_christian_theism.pdf"&gt;puts it&lt;/a&gt; as follows:&lt;br /&gt;&lt;blockquote&gt;...if God’s EDF is based upon either simple foreknowledge or timeless knowledge, then foreknowledge is useless for providence. SFT affirms timeless foreknowledge of our future actions in order for God to use this knowledge for providential control. For example, it is thought that if God foresees that I’m going to marry Alisha which will result in a horrible marriage, then God can take the appropriate steps to bring it about that he guides me to actually marry Beatrice instead. But this “solution” does not work at all! According to simple foreknowledge or timeless knowledge, God has only true knowledge of our future; what God “foresees” is the actual world—which events will actually occur in history. If God foresees what will actually occur, then God cannot bring it about that these events fail to occur since that would render his timeless knowledge false. If what God foresees is what actually happens—that I marry Alisha and have a horrible marriage—then God is powerless to stop it. The traditional Arminian understanding of foreknowledge is simply useless for divine providence.&lt;/blockquote&gt;It’s a nice thought that if you knew the future, you could change it.  But in that case, you wouldn’t really have known the future.  If you &lt;span style="font-style: italic;"&gt;know&lt;/span&gt; the future, you’re powerless to change it.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-868153562074199377?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/868153562074199377/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=868153562074199377' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/868153562074199377'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/868153562074199377'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/11/foreknowledge-free-will-and-minority.html' title='Foreknowledge, Free Will, and Minority Report'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-2141127313314101860</id><published>2011-11-16T21:17:00.000-08:00</published><updated>2011-11-16T21:36:12.719-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Science'/><category scheme='http://www.blogger.com/atom/ns#' term='underdetermination'/><category scheme='http://www.blogger.com/atom/ns#' term='logic'/><category scheme='http://www.blogger.com/atom/ns#' term='fallacies'/><title type='text'>Scientific confirmation and logical fallacies</title><content type='html'>The fallacy of affirming the consequent goes like this:&lt;br /&gt;&lt;br /&gt;1. If P, then Q.          &lt;br /&gt;2. Q.                     &lt;br /&gt;3. Therefore, P.          &lt;br /&gt;&lt;br /&gt;1.  If you have a Ph.D, then you spent a lot of time and money.&lt;br /&gt;2.  You spent a lot of time and money.&lt;br /&gt;3. Therefore, you have a Ph.D&lt;br /&gt;&lt;br /&gt;The error is obvious.  But notice, this also factors into scientific knowledge and theory confirmation:&lt;br /&gt;&lt;br /&gt;1.  If my theory/hypothesis is correct, then this experiment will produce ______ result.&lt;br /&gt;2.  This experiment produced ________ result.&lt;br /&gt;3.  Therefore, my theory/hypothesis is correct.&lt;br /&gt;&lt;br /&gt;This doesn't follow.  Theories are, as they say, underdetermined by the data.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-2141127313314101860?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/2141127313314101860/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=2141127313314101860' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/2141127313314101860'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/2141127313314101860'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/11/scientific-confirmation-and-logical.html' title='Scientific confirmation and logical fallacies'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-7366747981170563026</id><published>2011-11-12T11:45:00.000-08:00</published><updated>2011-11-12T11:50:02.534-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ethics'/><category scheme='http://www.blogger.com/atom/ns#' term='MaryAnneWarren'/><category scheme='http://www.blogger.com/atom/ns#' term='abortion'/><title type='text'>"It's my Body"</title><content type='html'>For whatever reason, I always forget that &lt;a href="http://en.wikipedia.org/wiki/Mary_Anne_Warren"&gt;Mary Anne Warren&lt;/a&gt; rejects the "It's my body" pro-choice argument, and I'm always surprised to read what she says:&lt;br /&gt;&lt;br /&gt;&lt;blockquote&gt;...the appeal to the right to control one’s body, which is generally construed as a property right, is at best a rather feeble argument for the permissibility of abortion.  Mere ownership does not give me the right to kill innocent people whom I find on my property, and indeed I am apt to be held responsible if such people injure themselves while on my property.  It is equally unclear that I have any moral right to expel an innocent person from my property when I know that doing so will result in his death...&lt;/blockquote&gt;Ultimately she holds that the moral community is "people" rather than all human beings, and distinguishes between the two.  Her argument isn't that abortion is permissible because of a woman's right to choose; instead, it's because fetuses aren't part of the moral community.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-7366747981170563026?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/7366747981170563026/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=7366747981170563026' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/7366747981170563026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/7366747981170563026'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/11/its-my-body.html' title='&quot;It&apos;s my Body&quot;'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-6340982924667027192</id><published>2011-11-05T10:17:00.000-07:00</published><updated>2011-11-05T10:39:01.052-07:00</updated><title type='text'>Deal with arguments, not ad hominems</title><content type='html'>&lt;img style="width: 165px; height: 165px;" 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" alt="" /&gt;&lt;br /&gt;My ethics students are reading Peter Singer's &lt;a href="http://people.brandeis.edu/%7Eteuber/singermag1.html"&gt;famous piece on poverty&lt;/a&gt;, and understandably irritated.  Or more likely, feeling guilty because his conclusion is extremely challenging and his arguments are somewhat tight.  &lt;a href="http://jculv.blogspot.com/2011/05/singers-live-you-can-save.html"&gt;I get agitated when I read Singer, too&lt;/a&gt;. But that's no excuse to dismiss Singer is someone who is "into himself," "just trying to sell books,"  "pathetic," "arguing from guilt," "bragging about how much he gives away," and "assinine."  Those dismissals fit in youtube comboxes, not ethics discussions.&lt;br /&gt;&lt;br /&gt;Here's the reply I posted to one particular student after she ranted about Singer in our online discussion without actually dealing with any of his arguments:&lt;br /&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt; 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So what if we act out of guilt sometimes?  If we’re doing the right thing, does that necessarily matter?  And I have no clue about Singer's motives.  Perhaps he wants to sell books to raise money for his dying mother's cancer treatments?  Or perhaps he actually wants to change the culture of excess in which Americans mindlessly consume ever more and more things while children across the world die through no fault of their own?  Or perhaps he loves to dominate students with arguments and see them bow to his majesty?  I dunno.  Motives are a hard thing to discern.  &lt;/p&gt;  &lt;p&gt;But as for the main point of Singer’s argument, it’s important to evaluate actual arguments.   You’re off to a decent start doing this, but this is an argument from analogy.  As Lawhead (A-9) explains:  “An argument from analogy is one in which the premises state that two cases share one or more properties in common.  It is then concluded that a further property of the first case will also be a property of the second case.  Some analogies can be useful, such as when we learn about human physiology by studying that of primates.  However, the false analogy fallacy is committed when there are more differences between the two situations than there are similarities.”&lt;/p&gt;  &lt;p&gt;So – rather than labeling Singer “pathetic,” see if you can point out where his analogy breaks down.  And &lt;strong&gt;then&lt;/strong&gt; call his argument from analogy “pathetic”...  =)&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt; &lt;/p&gt;  &lt;p class="MsoNormal"&gt;Lawhead, William F. &lt;i style="mso-bidi-font-style:normal"&gt;The Philosophical Journey: An Interactive Approach&lt;/i&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;5&lt;sup&gt;th&lt;/sup&gt; ed. McGraw Hill: Boston, 2011.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Print.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-6340982924667027192?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/6340982924667027192/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=6340982924667027192' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/6340982924667027192'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/6340982924667027192'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/11/deal-with-arguments-not-ad-hominems.html' title='Deal with arguments, not ad hominems'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-6553892795779153830</id><published>2011-10-03T19:11:00.000-07:00</published><updated>2011-10-03T19:12:47.611-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='consumption'/><category scheme='http://www.blogger.com/atom/ns#' term='Vincent Miller'/><category scheme='http://www.blogger.com/atom/ns#' term='Religion'/><category scheme='http://www.blogger.com/atom/ns#' term='commodification'/><title type='text'>The problem with "picking the best” from religious traditions:</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* 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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Vincent Miller, in his well-researched examination of the impact of consumerism on religious belief and practice,“&lt;a href="http://www.amazon.com/Consuming-Religion-Christian-Practice-Consumer/dp/0826415318"&gt;Consuming Religion&lt;/a&gt;”, sees three problems with a “spirituality” that picks and chooses from religious traditions.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;First, when elements of tradition are uprooted from their context, they have less power to challenge assumptions: &lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;“Elements of tradition are interpreted, engaged, and used in abstraction or disembedded form from&lt;span style=""&gt;  &lt;/span&gt;their ‘traditional moorings – from historic creeds and doctrines, from broad symbolic universes, from religious community.’ These connections stabilize the meanings of religious elements and connect them to practices.&lt;span style=""&gt;  &lt;/span&gt;Shorn of these, elements of religious traditions pose less of a challenge to the status quo; they can be more easily made to conform to the default assumptions and practices of the dominant culture.”&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Second, picking and choosing makes commitment hard to sustain: &lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;/p&gt;&lt;blockquote&gt;“A second related problem concerns the difficulty of sustaining religious commitment.&lt;span style=""&gt;  &lt;/span&gt;While there is no particular reason to assume that contemporary seekers develop syntheses that are necessarily less profound than their predecessors, the emphasis on individual agency and religious experience renders sustained commitment to a religious vision extremely difficult.&lt;span style=""&gt;  &lt;/span&gt;Without the support of a community of shared belief, commitment hinges to a great extent on the willpower of the individual believer.”&lt;/blockquote&gt;&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;p&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Last, these personalized syntheses are difficult to shape into a form of life and practice:&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;/p&gt;&lt;blockquote&gt;“There is a third problem related to the first two: the difficulty of connecting a religious synthesis to a concrete form of life.&lt;span style=""&gt;  &lt;/span&gt;Great spiritual traditions are the work of generations.&lt;span style=""&gt;  &lt;/span&gt;Much of this work involves connecting symbols and beliefs to practices that form a way of life.&lt;span style=""&gt;  &lt;/span&gt;These connections are seldom obvious or straightforward.&lt;span style=""&gt;  &lt;/span&gt;It is this particular connection that is most challenged by the commodification of culture, where beliefs and commitments are easily reduced to a decorative function of providing private meanings to fill in the voids left by the structures of everyday life.”&lt;/blockquote&gt;&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-6553892795779153830?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/6553892795779153830/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=6553892795779153830' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/6553892795779153830'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/6553892795779153830'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/10/problem-with-picking-best-from.html' title='The problem with &quot;picking the best” from religious traditions:'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-4787824507227319512</id><published>2011-08-09T13:06:00.000-07:00</published><updated>2011-08-09T13:17:15.324-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Charles Taylor'/><category scheme='http://www.blogger.com/atom/ns#' term='theodicy'/><category scheme='http://www.blogger.com/atom/ns#' term='problem of evil'/><category scheme='http://www.blogger.com/atom/ns#' term='A Secular Age'/><title type='text'>Taylor on the conditions for theodicy</title><content type='html'>From Charles Taylor's &lt;a href="http://www.amazon.com/Secular-Age-Charles-Taylor/dp/0674026764"&gt;A Secular Age&lt;/a&gt;:&lt;br /&gt;&lt;br /&gt;&lt;blockquote&gt;"...while the issue of theodicy may always be raised in a theistic context, there are certain conditions for its being felt as a real problem, which have not always been met.  Pressed by a sense of menace, both natural (famine, disease) and spiritual (devils, goblins, wood spirits, etc.), the pre-modern in an enchanted world could be more concerned with appealing to God as helper, or saviour, while acknowledging that it was quite beyond her to explain how things had come to this pass.  The idea of blaming God gets a clearer sense and becomes much more salient in the modern era where people begin to think they know just what God was purposing in creating the world, and can check the results against the intention."&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;"...The case for the defense depends on there being more to human fate than we can exhibit as undeniable in history: that these people died in the earthquake, and those in gas chambers, and no-one came to rescue them, Christians can only reply to the accusations with hope."  &lt;/blockquote&gt;The premodern view strikes me as the tone taken in the Christian Scriptures: there don't really seem to be answers forthcoming as to &lt;span style="font-style: italic;"&gt;why&lt;/span&gt; this instance of suffering has occurred.  Rather, the claim (the hope) is that God is doing something about it. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-4787824507227319512?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/4787824507227319512/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=4787824507227319512' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/4787824507227319512'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/4787824507227319512'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/08/taylor-on-conditions-for-theodicy.html' title='Taylor on the conditions for theodicy'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-8057962045754762566</id><published>2011-07-27T08:06:00.000-07:00</published><updated>2011-07-27T08:38:04.231-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='poverty'/><category scheme='http://www.blogger.com/atom/ns#' term='parenting'/><category scheme='http://www.blogger.com/atom/ns#' term='children'/><title type='text'>Baby steps in helping our children give: "Almost Expenses."</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-HyJXOYBJIc8/TjAp-OAylhI/AAAAAAAAAIk/LjgZTi0LJCM/s1600/0723rachel_beckwith.jpg"&gt;&lt;img style="float:left; 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  &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* 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-qformat:yes;  mso-style-parent:"";  mso-padding-alt:0in 5.4pt 0in 5.4pt;  mso-para-margin-top:0in;  mso-para-margin-right:0in;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0in;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;Whenever I discuss Peter Singer’s work on poverty with my ethics classes, I get a bit tense and guilt-frazzled at home.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;I’ll think crazed thoughts about getting rid of a car, giving half our income away, or even refusing to water our lawn so much. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;I have a bit of an ascetic streak in me, so my wife has a hard time disentangling my passions from my pathologies.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;We recently decided to start a jar for “almost” expenses. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;Every 3 months, we’ll pick a cause and give away the money. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;What’s an “almost” expense?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;It’s something that you came close to buying, but at the last minute, decided to forego.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;We put half of the almost expense into a jar.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;For example, last night my wife suggested that we go out to eat since I hadn’t started dinner.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;That idea sounded completely fabulous, but we ultimately decided to thaw some freezer leftovers from 5 months ago.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;We probably would’ve spent about $20, so...$10 in the almost expense jar.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Signed a contract for pest control but then changed your mind?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Almost expense.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Skipped snacks at the movies?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Almost expense.&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;Stayed home instead of taking the family out for frozen yogurt? Drank water at the Beer and Theology group instead of beer?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Only had one beer?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Almost expense.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Taco Bell instead of Pei Wei?&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;You get the idea.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Notice we’re not even giving the whole amount away!&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Just half.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;We’re rookies and tightwads.  But I love that it fosters choice and awareness of alternatives into how we live as a family. Baby steps.   &lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;We’d been doing this for a couple months when I saw a &lt;a href="http://twitter.com/#%21/NickKristof/status/95140424561336320"&gt;Nick Kristof tweet&lt;/a&gt; about a little 9 year old girl who was fatally injured in a car crash.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Her birthday wish was to give as much clean water as possible to African village.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Ever since I started trying to make 9&lt;sup&gt;th&lt;/sup&gt; graders aware of the crucial role of water in our natural resources units in Earth Science, the issue of clean water has fascinated me. &lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;I read through the wrenching story, and decided that I really wanted to tell my children about little Rachel Beckwith.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;I waited until we were all eating dinner.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Dinner, because I’m not confident in my 4 little children’s abilities to stay riveted during my presentations sans food.&lt;span style="mso-spacerun:yes"&gt;   &lt;/span&gt;I brought the jar of money over to the table and asked them just how money gets to be in that jar.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;“When we skip ice cream,” my 8 year old intoned.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;Blank looks from the others, but not a bad start.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;I showed &lt;a href="http://www.charitywater.org/whywater/"&gt;them a video about women spending most of their day gathering water&lt;/a&gt;, and then showed them the news clip about &lt;a href="http://www.king5.com/news/local/Charity-wish-from-dying-girl-from-I-90-accident--126049933.html"&gt;Rachel Beckwith’s injuries and her selfless birthday wish&lt;/a&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;The three oldest snapped to attention when they heard that someone didn’t want presents for her birthday.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;They were a bit perplexed, and almost alarmed.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;I told them that Rachel had died from this car wreck, and that I thought that it would be a wonderful present for her to donate our saved money &lt;a href="http://mycharitywater.org/p/campaign?campaign_id=16396"&gt;to her cause&lt;/a&gt;.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;I guess I was hoping for shouts of joy, cheers, and tears.&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;They were noticeably saddened when I told them about Rachel's death, but they showed little enthusiasm for the additional step of giving our money away. They cracked up when they heard the word “diarrhea” in the clean water video, but they mumbled "sure" when I asked about donating to clean water, and then bent back over their plates. That’s what’s wonderful and often maddening about children: they live each moment with such focus that it’s almost as if their memories, and sometimes others, don’t exist.  It was another good reminder to me that family "discussions," no matter how nobly motivated, just aren't accompanied by Howard Shore and Hans Zimmer scores.  &lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;I’m hopeful, though, that providing them with heroes like Rachel, narrating the stories of women and children spending all day collecting water, and the weekly occasions to choose to change our consumption, will somehow shape their approach to this world.  This seems like one simple way to start thinking about money.  Something like our use of &lt;span style="font-style: italic;"&gt;time &lt;/span&gt;is an entirely different beast to tackle.    &lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;The next simple thing my wife and I would like to implement is a minimalist meal: something like rice, beans, and water for dinner once a week, accompanied by stories about the lives of other children throughout the world.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;I’m even wondering if the oldest ones can research this themselves and tell the rest of us.   &lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;And Rachel’s legacy? Her goal was $300.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;a href="http://mycharitywater.org/p/campaign?campaign_id=16396"&gt;She’s raised&lt;/a&gt; over $350,000 so far.&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt;  &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;span style="mso-spacerun:yes"&gt; &lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-8057962045754762566?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/8057962045754762566/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=8057962045754762566' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/8057962045754762566'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/8057962045754762566'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/07/baby-steps-in-helping-our-children-give.html' title='Baby steps in helping our children give: &quot;Almost Expenses.&quot;'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-HyJXOYBJIc8/TjAp-OAylhI/AAAAAAAAAIk/LjgZTi0LJCM/s72-c/0723rachel_beckwith.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-923219802431515760</id><published>2011-06-30T19:54:00.000-07:00</published><updated>2011-06-30T19:58:40.641-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='postmodernism'/><category scheme='http://www.blogger.com/atom/ns#' term='metanarratives'/><category scheme='http://www.blogger.com/atom/ns#' term='Jamie Smith'/><category scheme='http://www.blogger.com/atom/ns#' term='Ronald Nash'/><title type='text'>Is Christianity a Metanarrative?</title><content type='html'>One of the courses I'm teaching uses Ronald Nash's book &lt;a href="http://www.amazon.com/Lifes-Ultimate-Questions-Ronald-Nash/dp/0310223644"&gt;Life's Ultimate Questions&lt;/a&gt;.  It contains a chapter dismissing postmodernism, and below is a post I wrote for my students hoping to prod them to question the dismissal a bit: &lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:dontvertaligncellwithsp/&gt;    &lt;w:dontbreakconstrainedforcedtables/&gt;    &lt;w:dontvertalignintxbx/&gt;    &lt;w:word11kerningpairs/&gt;    &lt;w:cachedcolbalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:browserlevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt; 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 &lt;/span&gt;Clearly, according to Nash, postmodernism is an enemy!&lt;span style=""&gt;   &lt;/span&gt;&lt;/span&gt;    &lt;p style="font-family: times new roman;" class="MsoNormal"&gt;&lt;span style="font-size: 9.5pt; color: rgb(32, 32, 32);"&gt;Let’s leave aside the fact that Nash fails to quote (I believe) a single primary source from a postmodern thinker (like, say, Derrida or Lyotard). Rather, I’d like to address a different notion of metanarratives which might suggest that postmodernism might not be as harmful as Nash suggests. My thinking on this topic has been formatively shaped by Jamie Smith, a philosopher at Calvin College.&lt;span style=""&gt;  &lt;/span&gt;He's an intellectual hero of mine, actually.&lt;span style=""&gt;  &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-family: times new roman;"&gt;  &lt;/span&gt;  &lt;p style="font-family: times new roman;" class="MsoNormal"&gt;&lt;span style="font-size: 9.5pt; color: rgb(32, 32, 32);"&gt;Jean-Francois Lyotard coined the term “metanarrative” to refer to the process by which modern scientific culture tries to address pluralism.&lt;span style=""&gt;  &lt;/span&gt;We used to be able to count on shared consensus and common background on many issues, but now (according to modern thought) we must use the universal criterion of Reason.&lt;span style=""&gt;  &lt;/span&gt;This “Reason” will stand outside any particular community or group and thus guarantee “universal” truth.&lt;span style=""&gt;  &lt;/span&gt;However, Lyotard points out that while science tries to legitimate itself by Universal Reason, it is actually grounded in faith claims&lt;span style=""&gt;  &lt;/span&gt;(Lyotard locates these faith claims, or “narratives” in Kant and Marx’s views of emancipation, along with Hegel – but never mind that…).&lt;span style=""&gt;  &lt;/span&gt;So, while science pretends to be using “universal reason,” it is really just one more particular community that has its own prior ideas about what counts as “knowledge.” For Lyotard, then, “metanarratives” are &lt;i style=""&gt;false appeals to universal, rational, scientific criteria, since their universal criteria are really very particular&lt;/i&gt;.&lt;span style=""&gt;    &lt;/span&gt;In other words, one could view postmodernity not as a “wordview that denies all worldviews” as Nash puts it, but instead as a suspicion and critique of the idea of some universal reason without commitments and community.&lt;span style=""&gt;  &lt;/span&gt;Because, remember, this Reason doesn't need any sort of community or history - it's universal.&lt;span style=""&gt;  &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-family: times new roman;"&gt;  &lt;/span&gt;  &lt;p style="font-family: times new roman;" class="MsoNormal"&gt;&lt;span style="font-size: 9.5pt; color: rgb(32, 32, 32);"&gt;Importantly, the Bible wouldn’t count as a metanarrative, according to this view, because “the biblical narrative and Christian faith do not claim to be legitimated by an appeal to a universal, autonomous Reason, but rather by an appeal to &lt;i style=""&gt;faith.”&lt;/i&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-family: times new roman;"&gt;  &lt;/span&gt;  &lt;p style="font-family: times new roman;" class="MsoNormal"&gt;&lt;span style="font-size: 9.5pt; color: rgb(32, 32, 32);"&gt;Smith thinks Christians can use this postmodern critique of universal reason and suggests that this is a form of Augustine’s epistemology: believing (first) in order that we may understand.&lt;span style=""&gt;  &lt;/span&gt;After all, according to Lyotard and the postmodernists, all our worldviews and belief systems are grounded in faith, not some universal “Reason."&lt;span style=""&gt;  &lt;/span&gt;Notice the postmodern concern with what we mean by "reason."&lt;span style=""&gt;  &lt;/span&gt;There are lots of ways to think about it, but I don't recall Nash ever addressing this.&lt;span style=""&gt;   &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-family: times new roman;"&gt;  &lt;/span&gt;  &lt;p style="font-family: times new roman;" class="MsoNormal"&gt;&lt;span style="font-size: 9.5pt; color: rgb(32, 32, 32);"&gt;This postmodern criticism of "Reason" opens up a space for faith commitments to be proud of their identities, if you will. As Smith puts it, “Previously, such a distinctly ‘Christian philosophy’ would have been exiled from the ‘pure’ arena of philosophy because of its ‘infection’ with bias and prejudice. Lyotard’s critique, however, demonstrates that no philosophy – indeed, no knowledge-is untainted by prejudice or faith-commitments. In this way the playing field is leveled, and new opportunities to voice a Christian philosophy are created.”&lt;/span&gt;&lt;/p&gt;&lt;span style="font-family: times new roman;"&gt;  &lt;/span&gt;  &lt;p style="font-family: times new roman;" class="MsoNormal"&gt;&lt;span style="font-size: 9.5pt; color: rgb(32, 32, 32);"&gt;Nash is pretty brutal with postmodernism. I’d like to suggest that it might not be so bad as he makes it out to be, and in fact, that he presents a fairly crude and unthoughtful version to slam.&lt;span style=""&gt;  &lt;/span&gt;However – I’m still thinking through this and I’m interested in ideas.&lt;span style=""&gt;  &lt;/span&gt;Is “postmodernism” the danger to Christianity and religion that Nash suggests?&lt;/span&gt;&lt;/p&gt;&lt;p style="font-family: times new roman;" class="MsoNormal"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-US&lt;/w:LidThemeOther&gt; 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&lt;style&gt;  /* 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-qformat:yes;  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:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:"Times New Roman";  mso-fareast-theme-font:minor-fareast;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;/p&gt;&lt;p style="font-family: times new roman;" class="MsoNormal"&gt;&lt;span style="font-size: 9.5pt; color: rgb(32, 32, 32);"&gt;Smith, James K.A. (2005).&lt;span style=""&gt;  &lt;/span&gt;A Little Story about Metanarratives: Lyotard, Religion, and Postmodernism Revisited.&lt;span style=""&gt;  &lt;/span&gt;In M. Penner (Ed). Christianity and the Postmodern Turn: Six Views (p 123-140). Grand Rapids: Brazos Press.&lt;/span&gt;&lt;br /&gt; &lt;br /&gt; &lt;/p&gt;&lt;span style="font-family: times new roman;"&gt;  &lt;/span&gt;  &lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-923219802431515760?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/923219802431515760/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=923219802431515760' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/923219802431515760'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/923219802431515760'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/06/is-christianity-metanarrative.html' title='Is Christianity a Metanarrative?'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-3285082892696577112</id><published>2011-05-15T10:05:00.000-07:00</published><updated>2011-05-15T10:08:43.965-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Peter Singer'/><category scheme='http://www.blogger.com/atom/ns#' term='poverty'/><title type='text'>Singer's "The Life You Can Save"</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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   &lt;p class="MsoNormal"&gt;The most helpful part of Singer’s book, especially for those who’ve read his other oft-anthologized pieces on poverty, are those that respond to objections.&lt;span style=""&gt;  &lt;/span&gt;Here are just a couple. “People work for their money and have the right to spend it on themselves.” Reply: If you stick me down in the middle of Bangladesh or Peru, you’ll find how much this talent is going to produce in the wrong kind of soil. Additionally, most of the poor do work at least as hard as you. “America is generous and gives plenty through foreign aid.”&lt;span style=""&gt;  &lt;/span&gt;Reply: The average nation’s effort in 2006 came to 46 cents of every $100 of gross national income, while the U.S. gave only 18 cents of every $100 it earned.&lt;span style=""&gt;  &lt;/span&gt;Adding nongovernmental (private) aid sums America’s total aid at no more than 25 cents of every $100 earned – still near the bottom of the international aid league.&lt;span style=""&gt;   &lt;/span&gt;&lt;/p&gt;    &lt;p class="MsoNormal"&gt;If you’re in a hurry, you could probably safely skip the entire section on “The Facts about Aid” as well as his needlessly vise-tightening and somewhat oppositional chapter on “Your Child and the Children of Others.”&lt;span style=""&gt;  &lt;/span&gt;His argument is just as strong without this chapter, and his main point, “parents aren’t justified in providing luxuries for their children ahead of the basic needs of others,” isn’t much buttressed by providing extreme examples of poverty zealots who are trying to refrain from loving their children more than they love the children of strangers. &lt;/p&gt;    &lt;p class="MsoNormal"&gt;Skipping the section on the Facts about Aid, though, would cause the reader to miss Singer’s horrifying account of fistulus, a condition in which there is a hole (fistula) between the vagina and either the bladder or rectum.&lt;span style=""&gt;  &lt;/span&gt;This results in urine or feces trickling through the vagina, a foul smell, and subsequent social isolation.&lt;span style=""&gt;  &lt;/span&gt;The Fistula Foundation is able to cure 93 percent of its patients, and when the girl is ready to go, she is given her bus fare home and a new dress.&lt;span style=""&gt;  &lt;/span&gt;The cost?&lt;span style=""&gt;  &lt;/span&gt;Roughly $450.&lt;span style=""&gt;  &lt;/span&gt;&lt;/p&gt;      &lt;p class="MsoNormal"&gt;And so Singer’s book is littered with these kind of uncomfortable statements: “If you have a spare $450 and are thinking about whether to spend it on yourself or to use it to help others, it won’t be easy to find anything that you need nearly as much as a fourteen-year-old girl with a fistula needs an operation. If you have only $50, you can make the same comparison between what the money means to you and what it could mean to someone who is unable to see because of an easily removable cataract.”&lt;/p&gt;    &lt;p class="MsoNormal"&gt;Singer's is a challenging vision of what it means to live an ethical life.&lt;span style=""&gt;  &lt;/span&gt;It turns out that the infamous "baby-killer" proponent of infanticide (who gives away 20% of his income, though you won't hear him mention that in this book) is advocating for the lives of millions of babies.&lt;span style=""&gt;  &lt;/span&gt;But wrestling with his arguments means that our life of superfluous amenities comes under withering moral fire.&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8742724418360192842-3285082892696577112?l=jculv.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jculv.blogspot.com/feeds/3285082892696577112/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=8742724418360192842&amp;postID=3285082892696577112' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/3285082892696577112'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8742724418360192842/posts/default/3285082892696577112'/><link rel='alternate' type='text/html' href='http://jculv.blogspot.com/2011/05/singers-live-you-can-save.html' title='Singer&apos;s &quot;The Life You Can Save&quot;'/><author><name>jculver</name><uri>http://www.blogger.com/profile/16670915689403381230</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='31' src='http://bp3.blogger.com/_joPTu1GtNDE/SFr_a1PoJ2I/AAAAAAAAAAU/Wh77GGw7UBE/S220/J1.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8742724418360192842.post-5183022531554832685</id><published>2011-04-30T20:59:00.000-07:00</published><updated>2011-04-30T21:54:25.303-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='homosexuality'/><category scheme='http://www.blogger.com/atom/ns#' term='natural law'/><title type='text'>Homosexuality and Natural Law, part 1</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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