tag:blogger.com,1999:blog-24388784607736076012024-03-14T14:21:48.087+00:00The Literary and Critical Theory SeminarInstitute of English Studies, in association with
Royal Holloway, University of LondonXavierhttp://www.blogger.com/profile/15264127578772889067noreply@blogger.comBlogger37125tag:blogger.com,1999:blog-2438878460773607601.post-13362616540479135352013-06-07T13:37:00.001+01:002013-06-18T16:03:02.903+01:00Special One-off Seminar: Professor Monika Fludernik<div style="text-align: center;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>'Stylistic Issues in Dickens From a Cognitive Approach'</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>Professor Monika Fludernik</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>(University of Freiburg)</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">3-5pm, Monday 24 June</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Room 246, </span><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Senate House, Bloomsbury </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Dickens is one of the foremost craftsmen of English style and uses a wide variety of techniques and devices in his novels. The lecture will look at Dickens' language from a stylistic and cognitive perspective, analysing Dickens' style from the standpoint of its relevance to perception, cognition and cognitive processes. Among the aspects of Dickens' language treated there will be metaphor, syntax and tense. Cognitive issues will be examined on the level of the narrator's discourse as well as on the level of characters' psyche.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; line-height: 19.1875px;">Monika Fludernik is professor of English literature and culture at the </span>Albert Ludwigs University of Freiburg<span style="background-color: white; line-height: 19.1875px;">, </span><span style="background-color: white; line-height: 19.1875px;">Germany, and </span><span style="background-color: white; line-height: 19.1875px;">is renowned for her contribution to the field of </span>literary theory<span style="background-color: white; line-height: 19.1875px;">, particularly that of </span>narratology<span style="background-color: white; line-height: 19.1875px;">.</span><span style="background-color: white; line-height: 19.1875px;"> </span><span style="background-color: white; line-height: 18.46875px; text-align: justify;">Her Towards a ‘Natural’ Narratology (1996) was the co-winner of the Perkins Prize of the Society for the Study of Narrative. She won the Landesforschungspreis Baden-Württemberg (State Research Prize) in 2001 and has been a corresponding member of the Austrian Academy of Sciences since 2000 and of the Academia Europaea (London) since 2008. Besides narratology and the linguistic approach to literature, her interests include postcolonial issues, eighteenth-century aesthetics, law and literature, and medieval and Renaissance studies. She is currently working on a study of prison settings and prison narratives. A larger project deals with narrative structure in English literature between 1250 and 1750.</span></span></div>
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The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-48918842448252308372013-03-08T03:13:00.001+00:002013-03-17T21:09:49.575+00:00Spring Term 2013: Session 5<div style="text-align: center;">
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>Are Critical Theories Conspiracy Theories?</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>Dr Devorah Baum</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b>(Southampton)</b></span><br />
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<b style="font-family: Arial, Helvetica, sans-serif;">6-8pm, Wednesday 20th March</b></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Room 264, Senate House, Bloomsbury</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">This talk will trace certain of the strains and influences on the ‘suspicious hermeneutics’ of 20th Century critical thought – with reference to Marx, Nietzsche, Freud, Foucault, Derrida, Sedgwick, Bloom, Žižek, &c – back to their origins in the Enlightenment (Cartesian) rationality to which these thinkers are normally counterposed, and forward on to our current era, described by journalist Jonathan Kay as the age of the conspiracy theory. In so doing, the talk will describe an ineluctable mirroring between conspiracism and rationality itself, making the case that claims to knowledge are, in a certain sense, bound to be paranoid. With examples from postwar literature (e.g. Saul Bellow) and with reference to Trutherism (a major contemporary conspiracy movement suspicious of the ‘official’ version of events on 9/11), it will be seen how the ‘radical doubt’ espoused by many critical theories and all conspiracy theories is very often a form of radical certainty predicated on parallel claims to have evaded worldly deceptions by means of the inoculating promise of self-knowledge. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Dr Devorah Baum</b> is Lecturer in English at the University of Southampton. Her <span style="background-color: white; line-height: 18px;">interests include the return of religion, the influence of religion on contemporary literature and philosophy, the relationship between religion and violence and between religion and psychoanalysis, and Jewish literature and philosophy; as well as more generally hermeneutics, critical theory, Jacques Derrida, psychoanalysis, and post-war American literature.</span><span style="background-color: white; line-height: 18px;"> </span></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; line-height: 18px;">Dr Baum has recently begun working on a project exploring the affective and rhetorical roles of Knowledge. Be it social, political, economic or scientific, Knowledge is widely assumed to be an unquestionable good whose validity and durability persists irrespective of the motives, desires, fears, needs or ambitions of those who pursue it, and seen variously as empowering, beneficial, and at base context-independent: transferable without fundamental changes to what it is. </span><br style="background-color: white; line-height: 18px; margin: 0px; padding: 0px;" /><br style="background-color: white; line-height: 18px; margin: 0px; padding: 0px;" /><span style="background-color: white; line-height: 18px;">The project considers some of the side-effects of the ‘Information Age’ and the ‘Knowledge Economy’ (including paranoia, conspiracy theories, information addiction, fundamentalism, managerialism, political correctness, &c) and examines the ways in which Knowledge is variously used as a defence, refuge and inoculation against the anxiety of uncertainty, not Knowing, or the inevitable but strangely unbearable thought of being (in the) wrong.</span></span><br />
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<span style="background-color: white; line-height: 18px;"><span style="font-family: Arial, Helvetica, sans-serif;">This is our final session of the Spring term. All are welcome to attend.</span></span><br />
<span style="background-color: white; color: #333333; font-family: verdana, sans-serif; font-size: 12px; line-height: 18px;"><br /></span>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-22336063501418419492013-02-16T12:39:00.000+00:002013-02-20T10:55:14.057+00:00Spring Term 2013: Session 4<div style="text-align: center;">
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<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">'Caring' for the Environment: Notes Towards a New Materialist Critique</span></b><br />
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<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Dr Adeline Johns-Putra</span></b></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(Surrey)</span></b></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif;">6-8pm, Wednesday 27th February</span></b></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif;">Room G35, Senate House, Bloomsbury</span></b><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><span lang="en-US" style="text-align: justify;">This talk offers a theorization of the ethic of care that
is often invoked in the name of environmental sustainability and
specifically eco-feminism: care for the nonhuman environment enfolded
with a concern for our human descendants. I consider this
environmentalist ethic of care through the ontological project of
new materialism currently associated with the work of Karen Barad and
Timothy Morton, among others. Attending to the new materialist tendency
to discuss ontology as agency and to conceive of being in terms of
becoming, I propose that care too has to be discerned
as always becoming, that it is to be considered—to invoke Heidegger—not
as ontic but as ontological. And yet, </span><span lang="en-US" style="text-align: justify;"><i>pace </i></span><span lang="en-US" style="text-align: justify;">Heidegger,
I
suggest that, in an environmental ethics of care, care is more
fruitfully thought of not as a condition for ontology (as in Heidegger’s
</span><span lang="en-US" style="text-align: justify;"><i>Sorge
</i></span><span lang="en-US" style="text-align: justify;">or “worry”)</span><span lang="en-US" style="text-align: justify;"><i> </i></span><span lang="en-US" style="text-align: justify;">but
as
itself deserving of ontological query. In other words, care is not the
means by which agency and action occur; it is itself agential. Such a
reconsideration of care has profound implications for current
environmental care ethics and its representation in
contemporary literature, in which the conceptualisation of care as
static, grounded and stable often results in unproductive discussions
about who cares more (men or women?) and what objects of care should be
prioritized (human or nonhuman? future or current
generations? charismatic or uncharismatic? mega or microfauna?).</span></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Suggested preparatory reading</b> </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Karen Barad, 'Posthumanist Performativity: Towards an Understanding of How Matter Comes to Matter', <i>Signs: Journal of Women in Culture and Society</i> 2003, 28.3, 801-831, available </span></div>
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<a href="http://www.mediafire.com/view/?15o64lwt2w6ijr9"><span style="font-family: Arial, Helvetica, sans-serif;">here.</span></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>Dr Adeline Johns-Putra</b> is Reader in English Literature and English Subject Leader at the University of Surrey. She is author of <i>Heroes and Housewives: Women’s Epic Poetry and Domestic Ideology in the Romantic Age</i> (Peter Lang, 2001) and <i>The History of the Epic</i> (Palgrave, 2006). Her current research takes her Romanticist interests in another direction, that of landscape and the environment, both in the nineteenth century and in contemporary literature. She was co-investigator, with geographer Professor Catherine Brace, on the AHRC-funded network, ‘Understanding Landscape through Creative Auto-ethnographies’. With Professor Brace, Adeline has co-edited an interdisciplinary volume of essays entitled <i>Process: Landscape and Text </i>(Rodopi, 2010). She is now part of a major interdisciplinary project, funded by the European Social Fund. Called ‘From Climate to Landscape: Imagining the Future’, the project involves ecologists, geographers and literary scholars in comparative analyses of scientific, social and cultural imaginings of climate change. Adeline is currently co-writing a monograph, with Dr. Adam Trexler, on contemporary literary representations of climate change.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">All are welcome to attend.</span><br />
<span style="font-family: Arial;"><br /></span>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-42739328040133411112013-02-01T09:44:00.002+00:002013-02-01T14:53:03.789+00:00Spring Term 2013: Session 3<br />
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<span dir="ltr"><span style="font-size: x-large;"><span style="font-family: Verdana;"><b><i>LATOURISM</i></b></span><span style="font-family: Verdana;"><b>:</b></span><span style="font-family: Verdana;"><b><i></i></b></span></span></span></div>
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<span dir="ltr"><span style="font-size: x-large;"><span style="font-family: Verdana;"><b>5 Bruno </b></span><span style="font-family: Verdana;"><b>Latours</b></span></span><span style="font-family: Verdana; font-size: medium;"><b></b></span></span></div>
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<span style="font-family: Verdana;"><i>In collaboration with the <a href="http://events.sas.ac.uk/ies/seminars/332/Contemporary+Fiction+Research+Seminar" target="_blank">Contemporary Fiction Seminar</a></i></span><br />
<span style="font-family: Verdana;"><br /></span><span dir="ltr"><span style="font-family: Verdana;">5 short papers </span><span style="font-family: Verdana;">exploring different aspects of </span><span style="font-family: Verdana;">Latour’s</span><span style="font-family: Verdana;"> thought</span></span><br />
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<span dir="ltr"><span style="font-family: Verdana;">6-8 PM, Wednesday 6</span><span style="font-size: small;"><span style="font-family: Verdana;"><sup>th</sup></span><span style="font-family: Verdana;"> February</span></span></span></div>
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<span dir="ltr"><span style="font-family: Verdana;">Council Chamber, </span><a href="https://amsprd0104.outlook.com/owa/redir.aspx?C=MkuB2Nz9vUO6o_kwePawtCYP1Bj1088I3zhDAPK2BUFylF7Au8sV_WQKtZ6h7F4ZRGq4Z7rn3Zk.&URL=http%3a%2f%2fials.sas.ac.uk%2fabout%2fGettingToIALS.htm" target="_blank"><span style="font-family: Verdana;">Institute of Advanced Legal Studies</span></a><span style="font-family: Verdana;">, Charles </span><span style="font-family: Verdana;">Clore</span><span style="font-family: Verdana;"> House, 17 Russell Square</span><span style="font-family: Verdana;"> </span></span></div>
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<span style="font-family: Verdana;">Mark </span><span style="font-family: Verdana;">Blacklock</span></div>
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<span style="font-family: Verdana;">Hallvard</span><span style="font-family: Verdana;"> </span><span style="font-family: Verdana;">Haug</span></div>
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<span style="font-family: Verdana;">Daniel </span><span style="font-family: Verdana;">Rourke</span></div>
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<span style="font-family: Verdana;">Tony Venezia</span></div>
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<span style="font-family: Verdana;">Andy Weir</span></div>
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<span style="font-family: Verdana;">All are welcome to attend.</span></div>
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</span>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-64169291573192411862013-01-24T23:59:00.000+00:002013-01-27T23:49:51.324+00:00Spring Term 2013: Session 2<div style="text-align: center;">
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<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">'Problems with Trauma Theory<span style="font-size: x-large;">'</span></span></b><br />
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<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">Professor Tim Armstrong </span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">(Royal Holloway, University of London)</span></b></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif;">6-8pm, Wednesday 30th January</span></b></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif;">Room G35, Senate House, Bloomsbury</span></b></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Tim Armstrong</b> is Professor of Modern English and American Literature at Royal Holloway, University of London. His main research areas are Modernism, American literature, literature and technology, the body (including such areas as sexology, bodily reform, cinema, and sound); and the poetry of Thomas Hardy. He is author of <i>Modernism, Technology and the Body: A Cultural Study</i> (1998),</span><span style="font-family: Arial,Helvetica,sans-serif;"><i> Haunted Hardy: Poetry, History, Memory</i> (2000), </span><span style="font-family: Arial,Helvetica,sans-serif;"><i>Modernism: A Cultural History</i> (2005), and, most recently, a book on slavery as cultural metaphor,<i> The Logic of Slavery: Debt, Technology and Pain in American Literature </i>(Cambridge: Cambridge University Press, 2012) and is now writing a study of modernist localism. He also has a long-term project on the literature and culture of risk and disaster from the eighteenth to the twentieth centuries. He co-edits the Edinburgh University Press series Topics in Modernism and co-organizes the London Modernism Seminar. </span><span style="display: none;">|</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">All are welcome to attend. </span></div>
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The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-9931461526639210262013-01-14T18:20:00.000+00:002013-01-21T12:48:12.787+00:00Spring Term 2013: Session 1<div class="separator" style="clear: both; text-align: center;">
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<b style="font-size: x-large;">'Enduring Consolations'</b></div>
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<b style="font-size: x-large;">Dr David James</b></div>
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<span style="font-size: large;"><b>(Queen Mary, University of London)</b></span></div>
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<b>6-8pm, Wednesday 23rd January</b></div>
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<b>Senate House, Room G35 (Ground Floor)</b></div>
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In a now often-quoted <i>NYRB </i>essay contrasting Joseph O’Neill
with Tom McCarthy, Zadie Smith raised a number of concerns about the prevalence
of what she termed ‘lyrical realism’ in the novel today, a mode that she
herself had previously adopted (in <i>On Beauty</i>)
but which nowadays she regards with some suspicion for its susceptibility to
nostalgia and for its propensity to comfort readers. This tendency for lyrical
realism to offer forms of solace is doubly damaging when the writer in question
is dealing with matters of terrorism, war and trauma – as O’Neill does in <i>Netherland</i>. And Smith therefore
concluded that while she ‘has written in this tradition and cautiously hope[s]
for its survival’, she maintained that ‘if it’s to survive, lyrical realists
will have to push a little harder on their subject’. But what does pushing
harder entail? Smith seems to suggest that it means refusing what Iris Murdoch famously
saw as the false consolations of form – the smoothing away of difficult issues
by means of a highly wrought, consciously artistic language. </div>
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This paper returns
to Murdoch’s contention, originally set out in ‘Against Dryness’ (1961) in
order to call into question those reservations about consolation that appear to
unite Murdoch and Smith across time. In re-evaluating both the pertinence and
pitfalls of Murdoch’s notoriously schematic distinction between ‘journalistic’
and ‘crystalline’ registers of modern fiction, the talk traces the re-emergence
– or what could be described as a ‘renaissance’ – of the latter mode, bringing
together writers as different as Paul Harding, Colum McCann, Ian McEwan, and
O’Neill himself. Charting their respective renovations of crystalline
narration, the paper delineates a shared impulse to synchronize the consolatory
force of form with a more interrogative, reflexive, and dynamic sense of
fiction’s capacity to stage ethical scenarios and invite politically responsive
readings. </div>
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<b>Suggested preparatory reading</b></div>
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Iris
Murdoch, ‘Against Dryness: A Polemical
Sketch’ (1961), repr. in <i>The Novel Today</i>,
ed. Bradbury (London: Fontana, 1977), 23–31. (Available online <a href="http://www.unz.org/Pub/Encounter-1961jan-00016" target="_blank">here</a>.)</div>
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Zadie Smith, ‘Two Directions for
the Novel’, in <i>Changing My Mind:
Occasional Essays</i> (London: Hamish Hamilton, 2009), 71–96. (Available online <a href="http://www.nybooks.com/articles/archives/2008/nov/20/two-paths-for-the-novel/?pagination=false" target="_blank">here</a>.)</div>
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<b>David James</b> teaches modern and
contemporary literature in the Department of English at Queen Mary, University
of London. He is author of <i>Contemporary
British Fiction and the Artistry of Space </i>(2008), and, most recently, of <i>Modernist Futures </i>(Cambridge University
Press, 2012). He has edited a volume of essays <i>The Legacies of Modernism </i>(Cambridge University Press, 2011), and
guest-edited a special issue of <i>Contemporary
Literature</i> on ‘Post-Millennial Commitments’ (due out in February). With
Matthew Hart and Rebecca L. Walkowitz, he edits the book series <i>Literature Now</i> for Columbia University
Press. He is currently editing <i>The
Cambridge Companion to British Fiction since 1945</i>. </div>
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All are welcome to attend.</div>
<br />The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-8869572608569991602012-12-20T21:48:00.002+00:002013-01-15T10:57:48.666+00:00Spring Term 2013: Programme<div style="text-align: center;">
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After an autumn break, the Literary and Theory Seminar is back in January with a full programme of sessions, and we look forward to welcoming an exciting range of speakers:<br />
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<b><span style="color: black;"><em><span style="color: #990000;">Wednesday 23rd January (Room G35)</span></em> </span></b></div>
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<b><span style="background-color: white; color: black;">'Enduring Consolations'</span></b></div>
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<b><span style="color: black;">Dr David James (QMUL) </span></b><br />
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</span><span style="color: #990000;"><b><em>Wednesday 30th January (Room G35)</em></b></span></div>
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<b><span style="color: black;">'Problems with Trauma Theory'</span></b></div>
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<b><span style="color: black;">Professor Tim Armstrong (RHUL)</span></b><br />
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<b><em><span style="color: #990000;">Wednesday 6th February (IALS)</span></em></b></div>
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<b><span style="color: black;">'5 Bruno Latours'</span></b></div>
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<b><span style="color: black;">Special Session on Bruno Latour (with the Contemporary Fiction Seminar)</span></b><br />
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<b><em><span style="color: #990000;">Wednesday 27th February (Room G35)</span></em></b></div>
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<b><span style="color: black;">'"Caring" for the Environment: Notes Towards a New Materialist Critique'</span></b></div>
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<b><span style="color: black;">Dr Adeline Johns-Putra (Surrey)</span></b><br />
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<b><em><span style="color: #990000;">Wednesday 20th March (Room 264)</span></em></b></div>
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<b><span style="color: black;">'Are Critical Theories Conspiracy Theories?' (provisional title)</span></b></div>
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<b><span style="color: black;">Dr Devorah Baum (Southampton)</span></b></div>
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All sessions take place from <b>6-8pm</b> in Senate House, University of London (with the exception of the Bruno Latour session, which will be in Charles Clore House, 17 Russell Square). Wine will be provided.<br />
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Further details will be published in advance of each session. All are welcome to attend. We wish all our attendees a happy Christmas and look forward to seeing you in the New Year!<br />
<br />The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-42895497100813126922012-05-24T11:53:00.002+01:002012-05-31T00:02:01.709+01:00Summer Term: Session 4<div style="text-align: center;">
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: x-large;"><b>Something Lost: Words and the Voiding of Psychic Reality</b></span><br />
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<b><span style="font-family: Arial,Helvetica,sans-serif; font-size: large;">Professor Josh Cohen</span></b></div>
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<span style="font-family: Arial,Helvetica,sans-serif; font-size: large;"><b>(Goldsmiths, University of London)</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>6-8pm, Wednesday 30th May</b></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Senate House, <span style="color: red;">Room G26 (Ground Floor)</span></b></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">In this paper, Professor Josh Cohen brings Freud and Blanchot into dialogue by way of the problem of externalization in psychoanalysis and literature. The passage from <i>the thing</i> to <i>the word</i> set out in the Freudian account of becoming conscious is ironically recapitulated in the Blanchotian account of the becoming of literature. A couple of very short stories by Lydia Davis (not coincidentally the translator of the relevant Blanchot essay) will help adumbrate this predicament.</span><br />
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<a href="http://www.gold.ac.uk/ecl/staff/j-cohen/" style="font-family: Arial, Helvetica, sans-serif;" target="_blank"><b>Josh Cohen</b></a><span style="font-family: Arial,Helvetica,sans-serif;"> is Professor of Modern Literary Theory at Goldsmiths, University of London. He is the author of </span><i style="font-family: Arial, Helvetica, sans-serif;">Spectacular Allegories: Postmodern American Writing and the Politics of Seeing </i><span style="font-family: Arial,Helvetica,sans-serif;">(Pluto Press, 1998), </span><i style="font-family: Arial, Helvetica, sans-serif;">Interrupting Auschwitz: Art, Religion, Philosophy </i><span style="font-family: Arial,Helvetica,sans-serif;">(Continuum Guide to Holocaust Studies, 2003), and </span><i style="font-family: Arial, Helvetica, sans-serif;">How to Read Freud </i><span style="font-family: Arial,Helvetica,sans-serif;">(Granta, 2005)</span><span style="font-family: Arial,Helvetica,sans-serif;">. He specialises in contemporary literature and philosophy, and is also a pra</span><span style="font-family: Arial,Helvetica,sans-serif;">ctising psychoanalyst. His forthcoming book, <i>The Private Life</i> (Granta, Autumn 2013), explores the pervasive drive in contemporary life to eradicate the fundamental strangeness of the private experience. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Suggested Reading: </b></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">- Sigmund Freud, 'The Ego and the Id', Chapter 2. </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">- Maurice Blanchot, 'Literature and the Right to Death,' from <i>The Work of Fire</i>. </span><br />
<br /></div>Xavierhttp://www.blogger.com/profile/15264127578772889067noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-38107406461658128702012-05-17T21:22:00.000+01:002012-05-17T21:26:05.089+01:00Summer Term: Session 3<br />
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<b style="font-family: Arial, Helvetica, sans-serif;">In conjunction with the <a href="http://events.sas.ac.uk/ies/seminars/332/Contemporary+Fiction+Research+Seminar" target="_blank">Contemporary Fiction Seminar</a> we present....</b></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: x-large;">Theory Shaping Fiction | Fiction Shaping Theory</span></b></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">A panel of research on critical and creative intersections in
contemporary fiction, co-organised by the Contemporary Fiction Seminar
and the Literary and Critical Theory Seminar.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">All Welcome!</span></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif;">Wednesday 23rd May, 6-7.30pm at the Institute of English Studies, The Court Room (Senate House, First Floor)</span></b></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Papers from:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Mark Blacklock (Birkbeck): “When is an ellipse not an ellipse? Zero-ing in on Tom McCarthy's <i>Men in Space</i>”</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Emilia Borowska (Royal Holloway): “‘Then, the world began’: Kathy
Acker, Badiou, Deleuze, and the question of political emergence”</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">And special guest chair: Dr Emily Horton (Brunel/Westminster)</span></div>
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<a href="http://api.ning.com/files/OPg-eIW1mu37Eq-0ICb-pFnBUlKqZxZk7S9IhxDLkI3glp9fkq7G1PdfbKZDxl2hw1FR1FDf0cYElaKqUNYiQWa7Gp834SZ7/fictionshapetheory_poster.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">.</a></div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-79460919365525089732012-05-04T20:38:00.000+01:002012-05-14T13:12:24.171+01:00Summer Term: Session 2<div align="center" style="font-family: Arial, Helvetica, sans-serif; margin-bottom: 0cm;">
<span style="font-size: x-large;"><b>Dangerous Dead Women and the Practice of Criticism</b></span></div>
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<b><span style="font-size: large;">Professor Catherine Belsey</span></b><br />
<b><span style="font-size: large;">(</span><span style="font-size: large;">Swansea University)</span></b><span style="font-size: large;"> </span><span style="font-size: large;"> </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDqMFYQZ94w1boBHixfaoI21R9MwdPfROR4mATgVjNiwDYN0cDopWit11Hs_Sy2q_Jgbq_ZFEpnqRTOENREynUyhkMDzsD17ptJYR6vWWB93jTMaLyIMgrAE4ptp4zUgKczx3m5TOEy2E/s1600/The+ghost+of+Lady+Dorothy+Townshend,+wife+of+Charles+Townshend,+2nd+Viscount+of+Raynham,+residents+of+Raynham+Hall+in+Norfolk,+England+in+the+early+1700s.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDqMFYQZ94w1boBHixfaoI21R9MwdPfROR4mATgVjNiwDYN0cDopWit11Hs_Sy2q_Jgbq_ZFEpnqRTOENREynUyhkMDzsD17ptJYR6vWWB93jTMaLyIMgrAE4ptp4zUgKczx3m5TOEy2E/s320/The+ghost+of+Lady+Dorothy+Townshend,+wife+of+Charles+Townshend,+2nd+Viscount+of+Raynham,+residents+of+Raynham+Hall+in+Norfolk,+England+in+the+early+1700s.jpg" width="245" /></a></div>
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<b>Wednesday 16th May, 6-8pm </b><br />
<b>Senate House, <span style="color: red;">Room 104 (First Floor)</span> </b><br />
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<span style="color: red;"><strong>***PLEASE NOTE ROOM CHANGE***</strong></span></div>
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From the Icelandic sagas to <i>The Woman in Black</i>, women may prove more menacing in death than they were permitted to be in life. Are ghost stories concerning the malevolent return of the oppressed best read as evidence of misgivings on the part of a misogynist culture? Or is a deeper anxiety perceptible? And how far are current critical practices open to a genre of fiction that registers a sense of something beyond what culture gives us to know? </div>
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Catherine Belsey is Professor of English at Swansea University. Her work and influence on the contemporary landscape of literary criticism is such that <i>Textual Practice</i> dedicated a Special Issue to her work (24:6, 2010). She is perhaps best known for her works <i>Critical Practice</i> (Routledge, 1980, 2002) and <i>Poststructuralism: A Very Short Introduction</i> (Oxford University Press, 2002), but her extensive body of work encompasses such subjects as Tragedy, Desire, Milton, Shakespeare, Feminism, and Theory. Her most recent books include <i>Culture and the Real: Theorizing Cultural Criticism</i> (Routledge, 2005), <i>Why Shakespeare?</i> (Palgrave, 2007), <i>Shakespeare in Theory and Practice</i> (Edinburgh University Press, 2008), and <i>A Future for Criticism</i> (Blackwell, 2011), in which she proposes a new direction for critical practice that emphasises the pleasures of fiction and the way it engages readers. </div>
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<span style="background-color: white;">This is a free event. </span></div>
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<span style="background-color: white;">All are welcome to attend. </span></div>
</div>Xavierhttp://www.blogger.com/profile/15264127578772889067noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-88725011453733054342012-04-25T16:17:00.000+01:002012-05-01T15:04:43.325+01:00Summer Term: Session 1<div style="color: #990000; font-family: Arial,Helvetica,sans-serif;">
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<b><span style="font-size: large;">Biosemiotics and the Book of Nature: Realism, Nominalism and Science Beyond Nihilism and Gnostic Earth-Hatred</span></b></h2>
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<b><span style="font-size: large;">Professor Wendy Wheeler (London Met)</span></b></h3>
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" 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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;">Image by randomtruth via flick</span></td></tr>
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<b><span style="font-size: small;">6-8pm, Wednesday 2nd May, Senate House, Room 264 (2nd Floor)</span></b></div>
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Wendy Wheeler is Professor of English Literature and Cultural Inquiry at London Metropolitan University. Her research interests are in contemporary fiction, in literary and cultural
theory, and in the ways in which these can inform aesthetic, social and
political thought. She is also interested in potential meetings between
the arts and sciences. In particular, in evolutionary
systems theory (‘complexity’), ecocriticism, ecophenomenology, and
biosemiotics, as providing new ways of thinking about human knowing and
creativity in terms both of philosophical theory and also creative
praxis. </div>
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Wendy is on the Editorial Board of <i>New Formations</i>, and is joint
journal Editor. She is also on the Advisory Board of the Association
for the Study of Literature and the Environment (ASLE-UKI), and on the
Advisory Board of its journal <i>Green Letters</i>. Her next monograph, <i>The Human Telos: Biosemiotics, Creativity, Ecocriticism</i> is forthcoming from Lawrence and Wishart and her recent publications include the edited volume <i>Biosemiotics: Nature/Culture/Science/Semiosis</i> (Open Humanities Press, 2011) and the monograph <i>The Whole Creature: Complexity, Biosemiotics and the Evolution of Culture</i> (London: Lawrence and Wishart, 2006). </div>
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<b>Recommended Reading:</b></div>
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Seminar <span lang="EN-GB"><a href="http://www.mediafire.com/?xf5mxca1wuujabd">Handout (updated)</a></span></div>
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Wendy Wheeler<span lang="EN-GB"><a href="http://www.livingbooksaboutlife.org/books/Biosemiotics"> Introduction to
Biosemiotics: Nature/Culture/Science/Semiosis</a></span></div>
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<i> </i></div>
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<i><br /></i></div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-90048530911093563482012-02-29T10:57:00.012+00:002012-03-01T01:08:21.226+00:00Spring Term: Session 4<div style="font-style: normal; font-weight: normal; text-align: center; "><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipTIuGNEyXo-oLQTROu63xkr1mH1V-DMdn826KIYKI9n8UId5nhKsababdUJ4IV1gr6OOOpAesR6ZZuWA8QE-3_R-161gHJImZVcvJfcRmK57WdNKqJtYeik9bEJr4rFhqXMHRhEEcJjE/s1600/Rafman_9_Eyes+%25281%2529.jpg" style="font-size: 100%; text-align: left; "><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 250px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipTIuGNEyXo-oLQTROu63xkr1mH1V-DMdn826KIYKI9n8UId5nhKsababdUJ4IV1gr6OOOpAesR6ZZuWA8QE-3_R-161gHJImZVcvJfcRmK57WdNKqJtYeik9bEJr4rFhqXMHRhEEcJjE/s400/Rafman_9_Eyes+%25281%2529.jpg" alt="" id="BLOGGER_PHOTO_ID_5714511267895095666" border="0" /></a></div><br /><div style="font-style: normal; font-weight: normal; font-variant: normal; line-height: normal; text-align: center; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; "><b style="font-size: x-large; ">Coming to terms with the digital</b></div><div style="font-variant: normal; line-height: normal; text-align: center; font-weight: normal; font-style: normal; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "><br /></div><div style="font-style: normal; font-variant: normal; line-height: normal; text-align: center; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "><i>A discussion on representations of the digital in contemporary American culture</i></div><div style="font-style: normal; font-variant: normal; line-height: normal; text-align: center; font-weight: normal; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "><i><br /></i></div><div style="font-weight: normal; font-variant: normal; line-height: normal; text-align: center; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "><b>6-8pm, Wednesday 7th March</b></div><div style="font-weight: normal; font-variant: normal; line-height: normal; text-align: center; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "><b>Senate House, Room 261</b></div><div style="font-style: normal; font-variant: normal; line-height: normal; text-align: center; font-weight: normal; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "><i><br /></i></div><div style="font-variant: normal; line-height: normal; font-weight: normal; font-style: normal; text-align: -webkit-auto; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "> </div><div style="font-weight: normal; font-variant: normal; line-height: normal; font-style: normal; text-align: -webkit-auto; font-family:'Segoe UI', Helvetica, Arial, sans-serif;font-size:medium;"><span style="font-weight: normal; ">This session will take the form of a seminar introduced and led by </span><b>Zara Dinnen</b> (PhD candidate, Birkbeck). The title of the session is a play on the title of a 2011 <i style="font-weight: normal; ">Guardian </i>article by the American author and critic, Laura Miller. The article, <a href="http://www.guardian.co.uk/books/2011/jan/15/novels-internet-laura-miller">'How novels came to terms with the internet'</a>, thinks through some of the reasons why digital culture (particularly the Internet) is so conspicuously absent from recent American fiction -- (excl. SF, or SF-themed novels). The aim of this seminar is to expand and reify the terms Miller calls to account. The central question being asked then is, how is American culture representing its own encounters with the digital? Up for discussion are what the terms of this question actually denote; how might we begin to define and limit such terms as: ‘American culture’, ‘digital era’, ‘digital culture’, ‘contemporary America’, ‘new media’? Whilst no definitive answers are likely please come and join the discussion!</div><div style="font-variant: normal; line-height: normal; font-weight: normal; font-style: normal; text-align: -webkit-auto; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "><br /></div><div style="font-weight: normal; font-variant: normal; line-height: normal; font-style: normal; text-align: -webkit-auto; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; font-size: medium; "><div><b>Suggested reading:</b></div><div style="font-weight: normal; "><br /></div><div style="font-weight: normal; "> </div><div style="font-weight: normal; ">Kirschenbaum, Matthew G., <i>Mechanisms: New Media and the Forensic Imagination</i> (Cambridge, MA: MIT Press, 2008). PDF of the introduction available <a href="http://mitpress.mit.edu/catalog/item/default.asp?ttype=2&tid=11336&mode=toc">here.</a><br /></div><div style="font-weight: normal; "> </div><div style="font-weight: normal; "><br /></div><div style="font-weight: normal; ">Miller, Laura, 'How novels came to terms with the internet,' <i>Guardian</i> (15th Jan 2011). Available <a href="http://www.guardian.co.uk/books/2011/jan/15/novels-internet-laura-miller">here.</a><br /><br /></div><div style="font-weight: normal; ">Worden, Daniel, 'Late Postmodernism' [a review of Phillip E. Wegner's book <i>Life Between Two Deaths, 1989-2001: U.S. Culture in the Long Nineties</i> (Durham, NC: Duke University Press, 2009)]. Available <a href="http://www.reviewsinculture.com/?r=29">here.</a> <a href="https://amsprd0104.outlook.com/owa/redir.aspx?C=qufKyjRoXUWgw61Zpzmrcu6zyfJnys4INf_TSAMa6NfUU9x1ZFqtdCpxDc9K2LA_H-SPmAFLlm8.&URL=http%3a%2f%2fwww.reviewsinculture.com%2f%3fr%3d29" target="_blank" style="color: purple; "><br /></a></div><div style="font-weight: normal; "><br /><br /></div></div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-27959916393806929012012-02-14T15:19:00.009+00:002012-03-05T22:15:17.473+00:00Spring Term: Session 3<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuyHEzVBZCvLb1wOSmuuOATJy70OlHsPqj2oGW-2L9yiVUmwet5VYXieK6oVqXpS_MciwUtSDd78AyYdwyxjRxAIEF3H-p6d3616uCCDs3bu1Zagdel1fPLiN-aBsHU4YqneEHAaU8K1c/s1600/examined-life.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 274px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuyHEzVBZCvLb1wOSmuuOATJy70OlHsPqj2oGW-2L9yiVUmwet5VYXieK6oVqXpS_MciwUtSDd78AyYdwyxjRxAIEF3H-p6d3616uCCDs3bu1Zagdel1fPLiN-aBsHU4YqneEHAaU8K1c/s400/examined-life.jpg" alt="" id="BLOGGER_PHOTO_ID_5709013943651281298" border="0" /></a><br /><div style="text-align: center;"><span style=" ;font-size:x-large;" ><b>Examined Life</b></span></div><div style="text-align: center;"><span><b>DVD Screening</b></span></div><div style="text-align: center;"><span><b><br /></b></span></div><div style="text-align: center;"><span><b>6pm, Wednesday 15th February</b></span></div><div><div style="text-align: center;"><span><b>Senate House, </b></span></div><div style="text-align: center;"><span><b><span>*** Room G35 (please note room change) ***</span></b></span></div><div><span><br /></span></div><div><div style="text-align: center;"><i style="background-color: rgb(255, 255, 255); text-align: -webkit-auto; "><span>“The unexamined life is not worth living.”</span></i></div><span><span><div style="text-align: center; "><i style="background-color: rgb(255, 255, 255); text-align: -webkit-auto; ">—Socrates</i></div><span style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); "><div style="text-align: center;"><br /></div><div style="text-align: center;">Examined Life<i> pulls philosophy out of academic journals and classrooms, and puts it back on the streets...</i></div></span><br style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); "><span style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); ">In </span><i style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); ">Examined Life</i><span style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); ">, filmmaker Astra Taylor accompanies some of today’s most influential thinkers on a series of unique excursions through places and spaces that hold particular resonance for them and their ideas.</span><br style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); "><br style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); "><span style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); ">Peter Singer’s thoughts on the ethics of consumption are amplified against the backdrop of Fifth Avenue’s posh boutiques. Slavoj Zizek questions current beliefs about the environment while sifting through a garbage dump. Michael Hardt ponders the nature of revolution while surrounded by symbols of wealth and leisure. Judith Butler and a friend stroll through San Francisco’s Mission District questioning our culture’s fixation on individualism. And while driving through Manhattan, Cornel West—perhaps America’s best-known public intellectual—compares philosophy to jazz and blues, reminding us how intense and invigorating a life of the mind can be. Offering privileged moments with great thinkers from fields ranging from moral philosophy to cultural theory, Examined Life reveals philosophy’s power to transform the way we see the world around us and imagine our place in it.</span><br style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); "><br style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); "><span style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); ">Featuring Cornel West, Avital Ronell, Peter Singer, Kwame Anthony Appiah, Martha Nussbaum, Michael Hardt, Slavoj Zizek, Judith Butler and Sunaura Taylor. </span></span> </span></div></div><div><span><span style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); "><br /></span></span></div><div><span><span style="text-align: -webkit-auto; background-color: rgb(255, 255, 255); ">All are welcome to attend.</span></span></div><div style="text-align: -webkit-auto;"><span><br /></span></div><div style="text-align: -webkit-auto;"><span><iframe src="http://www.youtube.com/embed/1zwmum5_ofU" allowfullscreen="" frameborder="0" height="315" width="560"></iframe></span></div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-25404799487857567342012-01-19T23:14:00.020+00:002012-02-06T00:50:01.897+00:00Spring Term: Session 2<div align="center"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-aOe89gOHcCOw0HRgjJkr1KII8nNuxkkjKHCC7DyLZ3yfIcufDxMlO3RMn749XSVtRj76gZECSgs6fX2CRvkBPNR5-Vx_T8E6Thn7JPhinQ_Hx25UH9dt30E9k1NC1rob2vmqppoCcyU/s1600/TARKOVSKY_Nostalghia_web+%25281%2529.jpg"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 400px; DISPLAY: block; HEIGHT: 266px; CURSOR: hand" id="BLOGGER_PHOTO_ID_5699485668839568098" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-aOe89gOHcCOw0HRgjJkr1KII8nNuxkkjKHCC7DyLZ3yfIcufDxMlO3RMn749XSVtRj76gZECSgs6fX2CRvkBPNR5-Vx_T8E6Thn7JPhinQ_Hx25UH9dt30E9k1NC1rob2vmqppoCcyU/s400/TARKOVSKY_Nostalghia_web+%25281%2529.jpg" border="0" /></a> </div><br /><div align="center"><span style="font-family:arial;font-size:130%;color:#000000;"><strong>'Reflections on a Future Nostalgia: Exploring Andrei Tarkovsky's Film Image and its Expansion through Contemporary Art'</strong></span> </div><br /><div align="center"><span style="font-family:arial;font-size:130%;color:#000000;"><strong>Dr Kristen Kreider</strong></span> <span style="font-family:Arial;font-size:130%;color:#000000;"><strong>(Royal Holloway)</strong></span></div><br /><div align="center"><strong><span style="font-family:Arial;color:#000000;">6-8pm, Wednesday 1st February, </span></strong><strong><span style="font-family:Arial;color:#000000;">Senate House, Room 261 (2nd floor)</span></strong></div><br /><div align="center"><span style="font-family:arial;color:#000000;">'Time is a state: the flame in which there lives the salamander of the human soul.'-- Andrei Tarkovsky, <em>Sculpting in Time</em> </span><span style="font-family:arial;color:#000000;"><br /></span></div><br /><div align="left">In this seminar we will explore Andrei Tarkovsky’s theory and practice of the film image, ultimately suggesting its expansion through contemporary art practice. How does Tarkovsky’s film image generate a complexity of meaning through its relation to the artistic symbol, the poetic image, time, place and the viewer? In doing so, how does it evidence a nostalgic impulse? How can one identify the critical and creative potential of this nostalgic impulse? Finally, how do certain contemporary art practices, expanding the complexity of meaning in Tarkovsky’s film image in order to exploit this critical and creative potential, indicate the futurity inherent in Tarkovsky’s ‘nostalgic’ film image? This exploration will take the form of a paper and film screening of <span style="font-style: italic;">Gorchakov's Wish</span> (Kreider + O'Leary, 2011). </div><br /><div align="left">Dr. Kristen Kreider is a Lecturer in Creative Writing (Poetry) at Royal Holloway, University of London. Since taking this position in 2008, she has sought to promote an interdisciplinary, socially engaged approach to contemporary poetry and poetics, and to encourage a rigorous dialogue between creative and critical practice. Situating her own research in the expanded field of contemporary writing and text-based art practice, Kristen is currently completing a monograph entitled <span style="font-style: italic;">Poetics and Place: The Architecture of Sign, Subjects and Site</span> (I.B. Tauris, forthcoming). </div><br /><div align="left">As a pracitioner, Kristen collaborates with architect James O’Leary. The work of Kreider + O’Leary engages with the particularities of a given site – be this a physical, architectural location or more abstract locus of creative intent – in order to open up meaning. The work takes on many forms including performance, installation and time-based media and has been exhibited in the UK as well as internationally in Europe, Australia, Japan and the United States.<br /><br /><a href="http://www.kreider-oleary.net/">http://www.kreider-oleary.net/</a><br /><br /></div><div align="left"><strong>Recommended Reading/Viewing<span style="font-weight: bold;"> </span></strong> </div><br /><div align="left">- Tarkovsky, Andrei. ‘The Film Image’ (exct). <em>Sculpting in Time: Reflections on the Cinema</em>. Trans. Kitty Hunter-Blair. Austin: U of Texas Press, 1986. 104-24.<br /></div><br /><div align="left">- Tarkovsky, Andrei, dir. <em>Nostalghia</em> (1983). </div><br /><div style="font-family: georgia;font-family:georgia;" align="left"><span style="color:#000000;">All welcome. </span></div><br /><div align="center"><span style="font-family:Arial;font-size:130%;"></span></div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-13759521297190742812012-01-14T01:36:00.008+00:002012-01-20T15:12:16.456+00:00Spring Term: Session 1<a href="http://www.reelfilm.com/images/edsaid.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 250px; height: 171px;" src="http://www.reelfilm.com/images/edsaid.jpg" alt="" border="0" /></a><div style="text-align: center;"><span><u><br /></u></span></div><div style="text-align: left;"><div style="font-size: x-large; text-align: center; "><span>Edward Said: The Last Interview</span></div><div style="text-align: center; "><span>DVD screening</span></div><div style="text-align: center; "><span><br /></span></div><div style="text-align: center; "><span>6pm, Wednesday 18 January</span></div><div style="text-align: center; "><span>Senate House, room 261 </span></div><div style="text-align: left; "><span><br /></span></div><div style="text-align: left; "><span>Filmed within three days in 2002, just one year before his death at the age of 67, Edward Said: The Last Interview is a compelling portrait of a man who was not only a strong advocate of the Palestinian cause, but an accomplished teacher, literary critic, writer and musician. After living for more than ten years with a fatal strain of leukemia, which he was diagnosed with in 1991, Said refused interviews. </span></div><div style="text-align: left; "><span><br /></span></div><div style="text-align: left; "><span>However, former student D.D. Guttenplan along with director Mike Dibb convinced him otherwise. This no-frills documentary does not include archival footage to contextualize the speaker and his life; it simply records the casual conversation between Said and British journalist Charles Glass that weaves in and out of Said’s childhood, writing, life as an academic, involvement with Yasser Arafat, and his strong opinions on the Palestinian-Israeli conflict. (electronicintifada.net) </span></div><div style="text-align: left; "><span><br /></span></div><div style="text-align: left; "><span>All welcome.</span></div></div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-22386018820446758932011-10-31T09:16:00.007+00:002011-11-16T00:36:44.124+00:002nd Session (15 November)<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXVKl-jdmvxrp2sYijUkGFCrIromkjuxs8m8aPW0nTg7AMNKN0YYeDDzfddfLHVgUOmTAvsgj7ny1IJKVZ5mOk7TxP8JbZJPV3y4EP4cOvLF-bmKffBzyDxe-nUcWTbbgdfMFMgYdrP38/s1600/image001.png"><img alt="" id="BLOGGER_PHOTO_ID_5669652678696459938" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXVKl-jdmvxrp2sYijUkGFCrIromkjuxs8m8aPW0nTg7AMNKN0YYeDDzfddfLHVgUOmTAvsgj7ny1IJKVZ5mOk7TxP8JbZJPV3y4EP4cOvLF-bmKffBzyDxe-nUcWTbbgdfMFMgYdrP38/s400/image001.png" style="display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 308px;" border="0" /></a><br /><div align="center"><span style=";font-family:arial;font-size:medium;" ><strong>The Prison-House of Agency: </strong></span></div><div align="center"><span style=";font-family:arial;font-size:medium;" ><strong>Neoliberal Hegemony and Popular Aesthetics in Britain and the US</strong></span><br /></div><br /><div style="text-align: center;"><strong><span style=";font-family:Arial;font-size:medium;" >Dr Jane Elliott</span></strong></div><div style="text-align: center;"><strong><span style=";font-family:Arial;font-size:medium;" >(King's College London)</span></strong></div><br /><div style="text-align: center;"><span style="font-family:Arial;"><strong>6-8pm, Tuesday 15th November</strong></span></div><div style="text-align: center;"><span style="font-family:Arial;"><strong>Stewart House, room ST271 (2nd floor)</strong></span></div><br /><div style="text-align: justify;"><span style="font-family:Arial;">Dr Jane Elliott is Senior Lecturer in late 20th and 21st Century Literary and Cultural Studies. She is also Humanities Editor for <em>The Public Intellectual</em> journal. Dr Elliott's research focuses on post-1945 fiction, contemporary theory and the novel during and after postmodernism. Her recent publications include <em>Theory After 'Theory', </em>co-edited with Professor Derek Attridge (London: Routledge, 2011) and the monograph <em>Popular Feminist Fiction as American Allegory: Representing National Time </em>(Basingstoke: Palgrave, 2008). </span><br /><br /><span style="font-family:Arial;">Her current research explores the conjoined aesthetic and political developments that have emerged since the turn of the 21st-century and the waning of the postmodern moment. Dr Elliott is currently working on a monograph that explores the intersection of neoliberal microeconomics, popular aesthetics and the Left theorization of agency in a variety of American and British novels and films, from the novel and film <em>Never Let Me Go</em> to the horror franchise <em>Saw</em> to Hurricane Katrina documentaries. </span><br /></div><br /><div align="left"><strong><span style="font-family:Arial;">Recommended Reading:<br /></span></strong></div><br /><div style="text-align: justify;"><span style="font-family:arial;">Michel Foucault, <em>The Birth of Biopolitics: Lectures at the Collège de France, 1978-1979</em>, trans. Graham Burchell (New York: Palgrave, 2004). Chapter 11, "28 March 1979," pp. 267-289.</span><br /></div><br /><div style="text-align: justify;"><span style="font-family:arial;">Nikolas Rose, <em>Powers of Freedom: Reframing Political Thought</em> (Cambridge: Cambridge University Press, 1999). Chapter 2, "Freedom," pp. 61-97. </span><br /><br /><span style="font-family:arial;">Laurent Berlant, ‘Cruel Optimism: On Marx, Loss and the Senses’, New Formations 63 (Winter 2007/2008): pp. 33-51.<span style="text-decoration: underline;"> </span><a href="http://www.mediafire.com/?00jckdlkr4ek06i"><br /></a></span></div><br /><div align="left"><span style="font-family:Arial;">All are welcome to attend.<br /></span></div><br /><div align="center"><strong><span style="font-family:Arial;"></span></strong></div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-84631380246134343832011-05-31T12:12:00.000+01:002011-10-18T18:32:40.973+01:001st Session (October 18th)<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" style="font-family: arial;" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAR3KDBlbiKQem2yFjFi3MmpFBHoGk34O66bIIKlfgTAB7cQJPP4-x0O05l2Cw1RSw4HKtxW8bD-kOeAC-euTKMp8RAYC74IWxRW9PDz3rylnxPLqsi65krUT-fU56-5ZWy92HN7TbIKw/s1600/Kino-Eye.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 276px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAR3KDBlbiKQem2yFjFi3MmpFBHoGk34O66bIIKlfgTAB7cQJPP4-x0O05l2Cw1RSw4HKtxW8bD-kOeAC-euTKMp8RAYC74IWxRW9PDz3rylnxPLqsi65krUT-fU56-5ZWy92HN7TbIKw/s400/Kino-Eye.jpg" alt="" id="BLOGGER_PHOTO_ID_5659811243433702802" border="0" /></a><br /><br /><div style="text-align: center; font-family:arial;"><span style="font-size:130%;"><span style="font-weight: bold;">Seeing Socialism: The Aesthetics of the Plan and the Transparency of Politics</span><br /></span></div><br /><div style="text-align: center; font-family:arial;"><span style="font-size:130%;"><span style="font-weight: bold;">Dr. Alberto Toscano<br />(Goldsmiths, University of London)</span></span> <span style="font-size:130%;"><br /></span></div><br /><div style="text-align: center; font-family:arial;"><span style="font-weight: bold;">6-8pm, Tuesday 18th October </span><br /><span style="font-weight: bold;">Senate House, Room 264 (2nd Floor)</span><br /></div><br /><div style="text-align: justify; font-family:arial;">Dr. Alberto Toscano is Senior Lecturer at Goldsmiths, University of London, and is perhaps best know for his numerous translations of the work of Alain Badiou. A cultural critic and a philosopher, Dr. Toscano has published books on the philosophical problem of individuation -<span style="font-style: italic;">Theatre of Production: Philosophy and Individuation between Kant and Deleuze</span> (Basingstoke: Palgrave, 2006)- and on the different readings and misreadings of the concept of fanaticism -<span style="font-style: italic;">Fanaticism: The Uses of an Idea</span> (New York: Verso, 2010)-, as well as authoring articles on a diverse number of topics.<br /><br />His recent work, from which this talk stems, is on the contemporary status of what Fredric Jameson refers to as 'cognitive mapping.' The project, which is soon to be published as a co-authored book entitled <span style="font-style: italic;">Cartographies of the Absolute</span> (Zero Books), considers contemporary representations of capitalism in film and the visual arts. He is currently working on the relationship between art, political aesthetics and socialist planning, both in the revolutionary art of the 20s and 30s and in later critical debates about communism and 'transparency.'<br /><br /><span style="font-weight: bold;">Recommended reading: </span><br /><br />Clark, TJ, <span style="font-style: italic;">Farewell to an I</span><span style="font-style: italic;">dea</span><span style="font-style: italic;">: Episodes from a History of Modernism</span> (New Haven: Yale University Press, 1999), Chapter 3.<br /><br />Stites, Richard, <span style="font-style: italic;">Revolutionary Dreams: Utopian Vision and Experimental Life in the Russian Revolution</span> (Oxford: Oxford University Press, 1989), Chapters 7 and 8.<br /><br />Michelson, Annette (Ed.), Kino-Eye: The Writings of Dziga Vertov (London: Pluto Press, 1984), Dziga Vertov's film manifestos.<br /><br /><br />All are welcome to attend.<br /></div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-12972896677697457032011-05-30T19:06:00.000+01:002011-10-18T18:36:41.043+01:00Session 2: Excrementality (Tuesday 7th June)<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXCtnOIFU-SojT3Mr4N3NF3pL2CldlXAxIMJCK3-NmLBQW8apalyYPa8pZJNCmjjYs2E47IJMmowVjAxmVf5XVfXGJO3YJfpbIkdm3G0lV3TgkzzWPTsu3omXaE2RTcYpK2jtdc367FDM/s1600/Suppository+Fishing.png"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 250px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXCtnOIFU-SojT3Mr4N3NF3pL2CldlXAxIMJCK3-NmLBQW8apalyYPa8pZJNCmjjYs2E47IJMmowVjAxmVf5XVfXGJO3YJfpbIkdm3G0lV3TgkzzWPTsu3omXaE2RTcYpK2jtdc367FDM/s400/Suppository+Fishing.png" alt="" id="BLOGGER_PHOTO_ID_5612872024107746098" border="0" /></a><br /><div style="text-align: center;"><span style=";font-family:arial;font-size:130%;" ><span style="font-weight: bold;"><span style="color: rgb(0, 0, 0);">‘Excrementality’ in the movies: Can Hollywood be ‘incoherent’?</span></span></span><span style="color: rgb(0, 0, 0);font-family:arial;font-size:130%;" ><span style="font-weight: bold;"><br /><br /><span style="font-size:100%;">Dr. Dan Varndell (Southampton and Winchester)</span><br /><span style="font-size:78%;"><br /><span style="font-size:100%;">6-8pm, Tuesday 7th June<br />Senate House, room G37 (ground floor)</span></span><span style="font-size:100%;"><br /></span></span></span></div><span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;" ><br /><span style="color: rgb(0, 0, 0);">Every Hollywood movie, asserts Andrew Britton, in whatever genre, “must at least allow for a conservative reading" (1991:201). However, since Robin Wood coined the term "excremental city" to describe so-called "incoherent" texts (like Taxi Driver) that refuse any meaning (conservative or otherwise), Film Theory has been guilty of ignoring certain "excremental" readings of popular cinema. “Postmodernity", write George Ritzer and Douglas Goodman, “is "in" the modern in another sense altogether. It is something like the food of the modern, but that part of the food that is indigestible, which cannot be easily incorporated into the system of modernity" (2002:151n). After well over a century of forms, perhaps cinema is no longer the modern machinery through which our postmodern desires are indulged.</span> <span style="color: rgb(0, 0, 0);"><br /><br />This seminar seeks to explore cinema as a model for cultural repression using the metaphor of the flushing toilet, and investigates Hollywood "incoherence" as its excremental remainder, provoking several questions for discussion: Can Hollywood films be incoherent, or must they always allow for a conservative meaning? Can Wood's cinematic excrescences be considered the postmodern "bones" stuck in the throat of the modern itself? This provocation encourages an open and fluid discussion of excremental Hollywood, inviting cinematic examples from big-budget Blockbusters to Vietnam War films to engage fully the question of where our cultural waste really goes in the movies.</span> <span style="color: rgb(0, 0, 0);"><br /><br /><span style="font-weight: bold;">Recommended reading:</span></span><br /><br /><span style="color: rgb(0, 0, 0);">- Corrigan, Timothy, 1991. "The Incoherent Text", in A Cinema without Walls: Movies and Culture After Vietnam (New Brunswick & New Jersey: Rutgers University Press)</span>, Chapter 2 - "Illegible Films: Texts Without Secrets," pp. 51-79<span style="color: rgb(0, 0, 0);">.<br /><br />- Wood, Robin, 1986. "Illegible Films: Texts without Secrets", in Hollywood from Vietnam to Reagan (New York, Chichester & West Sussex: Columbia University Press), Chapter 4 - "The Incoherent Text: Narrative in the 70s," pp. 46-55. </span><br /><br /><span style="color: rgb(0, 0, 0);">All welcome, any discipline.</span> <span style="color: rgb(0, 0, 0);"><br /><br />N.B. Those of a mild disposition should note that toilet humour is probable.</span></span>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com1tag:blogger.com,1999:blog-2438878460773607601.post-54929603442619536712011-05-14T17:30:00.000+01:002011-05-26T03:39:01.099+01:00Session 1: Interculturalism (Wednesday 25th May)<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8gS-sAgDwHK6H4dWgBSGYYe6VlWyH88UORd8IDDgNpSLJZpbYRexScqyXRFZJsjyxt2QWJAGnOa3QFSA4na72gm4GvGe5hTRkpHHrcLEERdzahufug0c6q7Aomt3lXQg2V-mdidXoyiY/s1600/Shivaspeare.jpg"><img style="TEXT-ALIGN: center; MARGIN: 0px auto 10px; WIDTH: 232px; DISPLAY: block; HEIGHT: 381px" id="BLOGGER_PHOTO_ID_5606624904910034354" alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8gS-sAgDwHK6H4dWgBSGYYe6VlWyH88UORd8IDDgNpSLJZpbYRexScqyXRFZJsjyxt2QWJAGnOa3QFSA4na72gm4GvGe5hTRkpHHrcLEERdzahufug0c6q7Aomt3lXQg2V-mdidXoyiY/s400/Shivaspeare.jpg" border="0" /></a><br /><br /><div style="TEXT-ALIGN: center; FONT-STYLE: italic; COLOR: rgb(51,0,153)"><span style="font-family:Arial, sans-serif;"><span style="font-size:180%;"><b>Interculturalism</b></span></span></div><br /><p style="FONT-STYLE: normal; MARGIN-BOTTOM: 0cm; COLOR: rgb(0,0,0)" align="center"><span style="font-family:Arial, sans-serif;"><b>Wednesday 25th May, 6-8pm</b></span></p><br /><p style="FONT-STYLE: normal; MARGIN-BOTTOM: 0cm; COLOR: rgb(0,0,0)" align="center"><span style="font-family:Arial, sans-serif;"><b>Senate House, <span style="color:#ff0000;">room 104 (first floor)</span></b></span></p><br /><p style="FONT-STYLE: normal; MARGIN-BOTTOM: 0cm; COLOR: rgb(0,0,0)" align="center"><strong><span style="font-family:Arial;color:#ff0000;">**PLEASE NOTE ROOM CHANGE**</span></strong></p><br /><p style="TEXT-ALIGN: left; MARGIN-BOTTOM: 0cm; COLOR: rgb(0,0,0)"><span style="font-family:Arial, sans-serif;"><i><span style="FONT-STYLE: italic">"</span>Interculturalism and performance is perhaps the most talked about and controversial cultural practice of the late twentieth and early twenty-first century, characterising at best a sharing and mutual borrowing of the manifestation of one theatre practice by another. At worst it features the annihilation of indigenous pre-modern practices by a rapacious ‘First World’ capitalism.</i>" - Brian Singleton, 2003.</span></p><span style="COLOR: rgb(0,0,0);font-family:Arial, sans-serif;" ><i><br /><span style="FONT-STYLE: italic">"</span>[P]rocesses of exchange between cultures have been going on at least since the onset of modernity and, as a result, cultures permanently undergo change and transition. This situation renders any attempt to draw a clear line between ‘ours’ and ‘theirs’ futile. Yet, this is not to say that differences between cultures do not exist. The differences are simply not fixed and given once and for all; they are permanently generated anew<span style="COLOR: rgb(0,0,0)">.</span></i></span><span style="COLOR: rgb(0,0,0);font-family:Arial, sans-serif;" ><span style="FONT-STYLE: italic"><span style="FONT-STYLE: italic">" - </span></span>Erika Fischer-Lichte, 2009.</span><br /><br /><p style="TEXT-ALIGN: left; FONT-FAMILY: arial; MARGIN-BOTTOM: 0cm; COLOR: rgb(0,0,0)">A heated controversy around intercultural performance has dogged theatre scholarship since the 1970s. Recently, however, there has been an attempt to move away from the term ‘intercultural’ and all it connotes. But what exactly is interculturalism and why has it been so contentious?</p><span style="COLOR: rgb(0,0,0);font-family:Arial, sans-serif;" ></span><br /><p style="MARGIN-BOTTOM: 0cm; COLOR: rgb(0,0,0)" align="justify"><span style="font-family:Arial, sans-serif;">This session will begin with a presentation by <b>Emer O’Toole</b> (RHUL). Engaging with contemporary examples of theatre practice, she will ask whether intercultural tensions are truly dissolving or if they are being swept conveniently under the carpet. Emer is a PhD Candidate in the Department of Drama and Theatre at Royal Holloway. Using postcolonial theory, her thesis tackles the intercultural debate by suggesting that there is a relationship between rights of representation, the socio-political effects of a performance, and collaborators’ agency. </span></p><span style="font-family:Arial, sans-serif;"><b><br /><span style="COLOR: rgb(0,0,0)">Recommended Reading</span></b></span><span style="font-family:Arial, sans-serif;"><span style="color: rgb(0, 0, 0);"><br /><br /></span></span><div style="text-align: justify;"><span style="font-family:Arial, sans-serif;"><span style="COLOR: rgb(0,0,0)">Schechner, Richard, "A Reply to Rustom Bharucha," </span><i style="COLOR: rgb(0,0,0)">Asian Theatre Journal</i><span style="COLOR: rgb(0,0,0)">, Vol. 1, No. 2 (Autumn, 1984), pp. 245-253. </span></span><br /></div><br /><p style="MARGIN-BOTTOM: 0cm" align="justify"><span style="font-family:Arial, sans-serif;"><span style="COLOR: rgb(0,0,0)">Bharucha, Rustom, "A Reply to Richard Schechner," </span><i style="COLOR: rgb(0,0,0)">Asian Theatre Journal</i><span style="COLOR: rgb(0,0,0)">, Vol. 1, No. 2 (Autumn, 1984), pp. 254-260. </span><span style="COLOR: rgb(0,0,0)"></span></span></p><br /><p style="MARGIN-BOTTOM: 0cm; COLOR: rgb(0,0,0)" align="justify"><span style="font-family:Arial, sans-serif;"><b>Supplementary Reading</b></span></p><span style="font-family:Arial, sans-serif;"><span style="color: rgb(0, 0, 0);"><br /></span></span><div style="text-align: justify;"><span style="font-family:Arial, sans-serif;"><span style="COLOR: rgb(0,0,0)">Fischer-Lichte, Erika, "Interweaving Cultures in Performance: Different States of Being In-Between," </span><i style="COLOR: rgb(0,0,0)">New Theatre Quarterly</i><span style="COLOR: rgb(0,0,0)">, Vol. 25, No. 4 (November 2009), pp. 391-401. </span></span><br /></div><span style="COLOR: rgb(0,0,0);font-family:Arial, sans-serif;" ><span style="COLOR: rgb(0,0,0)"><br />All are welcome to attend.</span><br /><br /></span><br /><p style="MARGIN-BOTTOM: 0cm" align="justify"></p>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-3529830193557050932011-04-20T16:56:00.000+01:002012-05-31T14:02:31.529+01:00Uncertainty Symposium: Saturday 11th June 2011<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPB18CF8lIWtjZgAbGGhGe6CSURRGp6UqTKWH_oZXXs77dlS_PBxtriyU6lpoF2xwKPI53nvx2R5t4D1M8UUlxmUzvJ1F3uLwZ4DBz6CN5HtWMjFOJTN43xluYOtdolAkIKV7u4S9uSJ4/s1600/rhul.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5600359134606190738" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPB18CF8lIWtjZgAbGGhGe6CSURRGp6UqTKWH_oZXXs77dlS_PBxtriyU6lpoF2xwKPI53nvx2R5t4D1M8UUlxmUzvJ1F3uLwZ4DBz6CN5HtWMjFOJTN43xluYOtdolAkIKV7u4S9uSJ4/s400/rhul.jpg" style="cursor: pointer; display: block; height: 92px; margin: 0px auto 10px; text-align: center; width: 323px;" /></a><br />
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<span style="font-size: 180%;"><span style="font-weight: bold;">Uncertainty: Theory in the 21st Century</span></span> <span style="font-weight: bold;"><br /><br />A Postgraduate Symposium</span><span style="font-weight: bold;"><br /><br />Saturday 11th June 2011</span> <span style="font-weight: bold;"><br /><br />Centre for Creative Collaboration, 16 Acton Street, London, WC1X 9NG</span> <span style="font-weight: bold;"><br /><br />Keynote speakers: Professor Martin McQuillan (Kingston) and Professor Mark Currie (QMUL)</span><br />
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<span style="font-weight: bold;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivn14tpsn44z7w4hYoibDxKa1cNRb5EEyydZfFq1DAnDPObMOexJG-JNm6pZVG7LhUx7-htXM0Vl7h2oQTpWLGmG3qNhJKC-66210K3ykhA4WE4J5vs5Ejv1yxTo_IDvsYbRCoc5dGxjM/s1600/Symbol+of+Uncertainty+70+cm+ceramic.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5606332287407318770" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivn14tpsn44z7w4hYoibDxKa1cNRb5EEyydZfFq1DAnDPObMOexJG-JNm6pZVG7LhUx7-htXM0Vl7h2oQTpWLGmG3qNhJKC-66210K3ykhA4WE4J5vs5Ejv1yxTo_IDvsYbRCoc5dGxjM/s400/Symbol+of+Uncertainty+70+cm+ceramic.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a></span><span style="font-style: italic;"><span style="font-size: 78%;"><span style="color: black; font-family: arial;">'Symbol of Uncertainty', John Gilber</span>t</span></span></div>
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<span style="font-style: italic;">‘The most harrowing contemporary fears are born of existential uncertainty’</span></div>
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<span class="Apple-style-span" style="font-style: italic;">– Zygmunt Bauman</span></div>
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<span class="Apple-style-span" style="color: black; font-family: arial;">We enter the second decade of the 21st Century less certain than ever about who ‘we’ are, where we are heading, or what kind of a society we want to be. This interdisciplinary symposium aims to interrogate the role of theory – literary, political, philosophical and sociological – in an uncertain time. In doing so, it hopes to render the very concept of uncertainty uncertain: that is, to place it under examination in a way that might help us think our way into a more ethically responsible future.</span><br />
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<span class="Apple-style-span" style="color: black; font-family: arial;">9.00: Registration and welcome<br /><br />9:50: Opening remarks<br /><br />10.00: Keynote 1: 'Priority Subjects', Professor Martin McQuillan (Kingston)</span><span class="Apple-style-span" style="color: black; font-family: arial;"><br /><br />11.00: Break<br /><br />11.15: Panel 1: Rethinking Criticism: Theoretical Uncertainty</span><br />
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<li><span class="Apple-style-span">‘Uncertainty and Alan Kirby’s digimodernism’, Joe Barton (Newcastle)</span></li>
<li>‘Theory Without Words: The Invisible Influence of <i>Practical Criticism</i>’, Angus Brown (Oxford)</li>
<li>‘In the key of K: identifying states of knowing and not-knowing in relation to aphoristic and disconnected writing styles’, Naomi Wynter-Vincent (Sussex)</li>
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<span class="Apple-style-span" style="color: black; font-family: arial;">12.30: Lunch (own arrangements)<br /><br />13.30: Panel 2: Representation and Uncertainty</span><br />
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<li><span class="Apple-style-span">‘The Ethical Space of Mourning, Post-Terror’, Allan Rae (Stirling)</span></li>
<li>‘Millennium Approaches: Apocalyptic Representations of the HIV/AIDS Epidemic’, Chisomo Kalinga (KCL)</li>
<li>‘Fear of the Unstageable’, Karen Quigley (KCL)</li>
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<span class="Apple-style-span" style="color: black; font-family: arial;">14.45: Break<br /><br />15.00: Keynote 2: 'Theoretical Approaches to the Unforeseeable', Professor Mark Currie (Queen Mary, University of London)</span><span class="Apple-style-span" style="color: black; font-family: arial;"><br /><br />16.00: Break<br /><br />16.15: Panel 3: Beyond Endings: Embracing Uncertainty</span><br />
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<li><span class="Apple-style-span">‘Environment and humanity: a path towards an uncertain relationship’, Marco Bernardini (Reading)</span></li>
<li>‘Pataphysics and the Integral Reality of String Theory’, Marc Özses, (Sussex)</li>
<li>‘Towards the End of Now: Obsolescence and Futurity in Literary Study’, Aaron Hanlon, (Oxford)</li>
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<span class="Apple-style-span" style="color: black; font-family: arial;">17.30: Closing remarks and wine reception.</span><br />
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<span style="color: black; font-family: arial; font-weight: bold;">Registration for this event is now closed.</span><span style="color: black; font-family: arial;"><br /></span><br />
<span style="color: black; font-family: arial; font-weight: bold;"><br /></span>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-19256748216308872832011-03-17T20:04:00.000+00:002011-04-02T16:39:50.054+01:00Session 5: Animals (Tuesday 29th March)<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI7FjXbQJIg0vlHywf_tI9SQI0-cK_4mQsSzXVeHXc5EmgxMKjrMQYMYWs75SHsW16NdrPwsyBTny8gCo-FXdaPlgkw4LsATP33f2ZwiLjcwHF1d6eAOm-upus2_hMGIcOinYbChyphenhyphen8ck8/s1600/904141247260341.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 337px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI7FjXbQJIg0vlHywf_tI9SQI0-cK_4mQsSzXVeHXc5EmgxMKjrMQYMYWs75SHsW16NdrPwsyBTny8gCo-FXdaPlgkw4LsATP33f2ZwiLjcwHF1d6eAOm-upus2_hMGIcOinYbChyphenhyphen8ck8/s400/904141247260341.jpg" alt="" id="BLOGGER_PHOTO_ID_5585164266998892626" border="0" /></a><span style=";font-family:arial;font-size:180%;" ><b><span style="color:black;"><br /></span></b></span><div style="text-align: center;font-family:arial;"><span style="font-size:180%;"><b><span style="color:black;">'Breathing the Same Air: Posthuman and Preanimal'</span></b></span><br /></div><div style="text-align: center;"><p class="MsoNormal" style="margin-bottom: 12pt; text-align: center; line-height: normal;font-family:arial;" align="center"><span style="font-size:180%;"><b><span style="color:black;">Dr. Steven Morrison</span></b></span><span style=";font-size:100%;color:black;" ><br /></span><span style="font-size:100%;"><b><span style="color:black;">(Independent Scholar)</span></b></span><span style=";font-size:100%;color:black;" ><br /><br /></span><span style="font-size:100%;"><b><span style="color:black;">Tuesday 29th March, 6-8pm, Senate House, Room 102<br /></span></b></span></p> <p class="MsoNormal" style="margin-bottom: 12pt; line-height: normal; text-align: justify;font-family:arial;"><span style=";font-family:arial;font-size:100%;color:black;" >"There is no scientific evidence whatever to support such a view [that somehow man is the ultimate triumph of evolution] and no reason to suppose that our stay here will be any more permanent than that of the dinosaur. . . . But although denying that we have a special position in the natural world might seem becomingly modest in the eye of eternity, it might also be used as an excuse for evading our responsibilities. The fact is that no species has ever had such wholesale control over everything on earth, living or dead, as we now have" (David Attenborough)<br /><br />If posthuman and posthistorical man is an animal like any other, need this animal worry about the preposthuman and preposthistorical mess? Steven Morrison, independent scholar and <span style="font-style: italic;">Homo sapiens</span>, will be worrying out loud about the sustainability of distinctions between human and animal with reference to extracts from the following:<br /><br />Giorgio Agamben, <span style="font-style: italic;">The Open: Man and Animal</span>, trans. Kevin Attell (Stanford: Stanford University Press, 2004).<br /><br />John Gray, <span style="font-style: italic;">Straw Dogs: Thoughts on Humans and Other Animals</span> (London: Granta Books, 2003).</span></p><p class="MsoNormal" style="margin-bottom: 12pt; line-height: normal; text-align: justify;font-family:arial;"><span style=";font-family:arial;font-size:100%;color:black;" >All are welcome to attend.<br /></span></p><p class="MsoNormal" style="margin-bottom: 12pt; line-height: normal; text-align: justify;font-family:arial;"><span style=";font-family:arial;font-size:100%;color:black;" ><br /></span></p> </div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-71642073781003886322011-03-04T00:44:00.000+00:002011-03-09T12:14:13.722+00:00Session 4: Speaker: Professor Robert Eaglestone (Monday 14th March)<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR0JARYlKKinqc13U6N456nk0cgmpWOyVRl1UgT4POKCcV4F3wQZdpA1_XWzF9vTl8s2UafxyfT_5bPF0wB3Zxiy8hyphenhyphenS1xHFPCJfogui4tsoaFI79iUwaC186UkwXt9GkV20Dvl_F12-s/s1600/berlin_holocaust_memorial_4.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 400px; height: 267px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR0JARYlKKinqc13U6N456nk0cgmpWOyVRl1UgT4POKCcV4F3wQZdpA1_XWzF9vTl8s2UafxyfT_5bPF0wB3Zxiy8hyphenhyphenS1xHFPCJfogui4tsoaFI79iUwaC186UkwXt9GkV20Dvl_F12-s/s400/berlin_holocaust_memorial_4.jpg" alt="" id="BLOGGER_PHOTO_ID_5580020670106667922" border="0" /></a><span style=";font-family:arial;font-size:180%;" ><b><span style="color:black;"><br /></span></b></span><div style="text-align: center;font-family:arial;"><span style="font-size:180%;"><b><span style="color:black;">'Discourses of Biopolitics, the Human and Mass Murder'</span></b></span><br /></div><div style="text-align: center;"><p class="MsoNormal" style="margin-bottom: 12pt; text-align: center; line-height: normal;font-family:arial;" align="center"><span style="font-size:180%;"><b><span style="color:black;">Professor Robert Eaglestone</span></b></span><span style=";font-size:100%;color:black;" ><br /></span><span style="font-size:100%;"><b><span style="color:black;">(Royal Holloway)</span></b></span><span style=";font-size:100%;color:black;" ><br /><br /></span><span style="font-size:100%;"><b><span style="color:black;">Monday 14th March, 6-8pm, Senate House, Room G32</span></b></span></p> <p class="MsoNormal" style="margin-bottom: 12pt; line-height: normal; text-align: left;font-family:arial;"><span style=";font-family:arial;font-size:100%;color:black;" >Robert Eaglestone is Professor of Contemporary Literature and Thought at Royal Holloway, University of London.<i> </i>He is Deputy Director (formerly Director) of the Royal Holloway Holocaust Research Centre, and is the series editor of Routledge Critical Thinkers. He works on contemporary literature and literary theory, contemporary philosophy and on Holocaust and Genocide studies. Robert is particularly interested in issues of ethics, aesthetics and the philosophy of history, and has spent some years working through a series of questions about the legacy of the Holocaust and the Second Word War in these fields. His publications include <i>Ethical Criticism: Reading After Levinas </i>(Edinburgh University Press, 1997), <i>Doing English</i> (Routledge, 1999; third edition 2009), and <i>The Holocaust and the Postmodern</i> (Oxford University Press, 2004). He has also recently co-edited, with Simon Glendinning, <i>Legacies of Derrida: Literature and Philosophy</i> (Routledge, 2008) and, with Elleke Boehmer and Katy Iddiols, <i>J.M. Coetzee in Context and Theory</i> (Continuum, 2009). He is currently completing a manuscript on the Holocaust and genocide in contemporary literature and culture, as well as a volume of the Blackwell<i> Encyclopaedia of Literary and Cultural Theory</i> (Volume 2: 1966 to Present Day).<br /><br />All are welcome to attend.</span></p> </div>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-22470954588263656302011-02-19T00:18:00.000+00:002011-03-13T17:51:14.679+00:00Session 3: Violence (Monday 28th February)<div style="text-align: left;"><span style="font-style: italic; color: rgb(0, 0, 0);font-family:";font-size:100%;" ><span>"</span></span><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;" >It is no doubt possible to create conditions under which men are dehumanized ... and, under such conditions, not rage and violence but their conspicuous absence is the clearest sign of dehumanization</span><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;font-size:100%;" >."<br /></span><div style="text-align: right;"><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;font-size:100%;" >- Hannah Arendt</span><br /></div></div><span style=";font-family:";" ><span style="font-style: italic;"><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7a1jVWW8gtJrin8hY2CKj640j948W7BIDjrE-1tEd_Ho7xC8m6zVOymxCj5q0t1Q3OGfOgIr0D_dWIPzQsb3yDtemOXGVLz2S6rYOUj2i_-zkqrmHLT_MbIux3HeYMa-P0TTh-xIXwsA/s1600/mialet_1768833_violence500+cropped.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 336px; height: 348px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7a1jVWW8gtJrin8hY2CKj640j948W7BIDjrE-1tEd_Ho7xC8m6zVOymxCj5q0t1Q3OGfOgIr0D_dWIPzQsb3yDtemOXGVLz2S6rYOUj2i_-zkqrmHLT_MbIux3HeYMa-P0TTh-xIXwsA/s400/mialet_1768833_violence500+cropped.jpg" alt="" id="BLOGGER_PHOTO_ID_5575189964070995394" border="0" /></a></span></span><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;" ><br /></span><div style="text-align: center;"><span style="color: rgb(0, 0, 0);font-family:arial;font-size:180%;" ><span style="font-weight: bold; color: rgb(255, 0, 0); font-style: italic;">VIOLENCE</span></span><br /></div><span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;" ><br /></span><div style="text-align: center;font-family:arial;"><span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;" ><span style=""> <b>6-8pm</b>, <b>Monday 28th February</b><br /><b>Senate House, room 103 (1st floor)</b></span></span><span style="font-size:100%;"><br /></span></div><span style=";font-family:arial;font-size:100%;" ><span style=""><br /></span></span><span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;" >Is violence endemic to the human condition? What role does it play in the contemporary world? Can it ever be justified? And what ethical concerns does it raise for literature, the arts and critical theory?<br /></span><p class="MsoNormal" style="margin-bottom: 12pt; line-height: normal; color: rgb(0, 0, 0);font-family:arial;"><span style="font-size:100%;">Our third session this term</span><span style="font-size:100%;"> </span><span style="font-size:100%;">will be introduced with a 10-minute 'provocation' by </span><span style="font-size:100%;"><b>Dr Eva Aldea</b></span><span style="font-size:100%;"> (Westminster and Goldsmiths). Eva's current research focuses on beheadings, including videos of terrorist beheadings. It argues that such violence can be understood as a system of signs, and asks if this is what makes it uniquely human.</span><span style="font-size:100%;"><br /><br /></span><span style="font-size:100%;">The readings are extracts from the following:</span></p> <ul style="color: rgb(0, 0, 0);font-family:arial;" type="disc"><li class="MsoNormal" style="line-height: normal;"><span style="font-size:100%;"><span style="font-weight: bold;">Adriana Cavarero, </span><i><span style="font-weight: bold;">Horrorism: Naming Contemporary Violence</span>, </i>Trans. William McCuaig (New York: Columbia University Press, 2009). </span><span style="font-size:100%;"><br /></span></li></ul><ul style="color: rgb(0, 0, 0);font-family:arial;" type="disc"><li class="MsoNormal" style="line-height: normal;"><span lang="IT" style="font-size:100%;"><span style="font-weight: bold;">Slavoj Žižek</span><i><span style="font-weight: bold;">, Violence: Six Sideways Reflections</span> </i>(London: Profile, 2009). </span><span style="font-size:100%;"></span></li></ul> <p style="color: rgb(0, 0, 0);font-family:arial;" class="MsoNormal"><span style="color: rgb(0, 0, 0);font-size:100%;" class="apple-style-span" ><span style="">All are welcome to attend.</span></span></p>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-73378810540871905502011-02-01T14:04:00.000+00:002011-05-15T21:47:24.731+01:00Session 2: Speaker: Professor Derek Attridge (Monday 14th February)<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtXA29-cV_aOcivBtKGoFs7nW9e-Wxu98nIIK22BpyCgbtUf-6raiG_ssumFv2lql6PMFLAbF8cm-HXmddPzJmC6ngwNHmX00uEB0eKJSditftBjVvZh-AVx0EDklqv3LJOiee4y8GmEM/s1600/Affect.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 281px; height: 254px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtXA29-cV_aOcivBtKGoFs7nW9e-Wxu98nIIK22BpyCgbtUf-6raiG_ssumFv2lql6PMFLAbF8cm-HXmddPzJmC6ngwNHmX00uEB0eKJSditftBjVvZh-AVx0EDklqv3LJOiee4y8GmEM/s400/Affect.jpg" alt="" id="BLOGGER_PHOTO_ID_5571697632702077314" border="0" /></a><br /><div style="text-align: center;"><span style="font-size:180%;"><span style="color: rgb(0, 0, 0); font-weight: bold;font-family:arial;">'What Does it Make You Feel?: Responding</span> <span style="color: rgb(0, 0, 0); font-weight: bold;font-family:arial;">Affectively to Literature'<br /><br />Professor Derek Attridge</span></span><br /><span style="color: rgb(0, 0, 0);font-size:100%;"><span style="font-weight: bold;"><span style="font-family:arial;">(University of York)</span></span></span><br /><br /><span style="color: rgb(0, 0, 0); font-weight: bold;font-family:arial;">Monday 14th February, 3-5pm</span> <span style="color: rgb(0, 0, 0); font-weight: bold;font-family:arial;">Senate House, room 103 (1st floor)</span><br /></div><span style="color: rgb(0, 0, 0);font-family:arial;"><br />Derek Attridge has published many influential books on literature and theory, most recently </span><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;">The Singularity of Literature </span><span style="color: rgb(0, 0, 0);font-family:arial;">(Routledge, 2004)</span><span style="color: rgb(0, 0, 0);font-family:arial;">, </span><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;">How to Read Joyce </span><span style="color: rgb(0, 0, 0);font-family:arial;">(Granta Books, 2007)</span><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;">,</span><span style="color: rgb(0, 0, 0);font-family:arial;"> and </span><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;">Reading and Responsibility: Deconstruction's Traces</span><span style="color: rgb(0, 0, 0);font-family:arial;"> (Edinburgh University Press, 2010)</span><span style="color: rgb(0, 0, 0);font-family:arial;">, as well as the forthcoming co-edited volume </span><span style="font-style: italic; color: rgb(0, 0, 0);font-family:arial;">Theory After 'Theory' </span><span style="color: rgb(0, 0, 0);font-family:arial;">(with Jane Elliot, Routledge, 2010)</span><span style="color: rgb(0, 0, 0);font-family:arial;">. His interests centre on the language of literature, but radiate in many different directions. Much of his work reflects his long association with the philosopher Jacques Derrida, a selection of whose work he has edited. In </span><i style="font-family: arial; color: rgb(0, 0, 0);">The Singularity of Literature</i><span style="color: rgb(0, 0, 0);font-family:arial;">, he raises the question of the distinctiveness of literature as a linguistic and social practice, and argues that a crucial element is the response to otherness that characterises both the writing of an inventive literary work and the reading of it as literature. This book is also informed by recent developments in ethics arising from the writings of Emmanuel Levinas. In September 2006 he won an ESSE Book Award for this work. </span><span style="color: rgb(0, 0, 0);font-family:arial;"><br /><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw989JJx9iXW9FvXAGEcNF0ZC-YRlVRGEPht5bCK_vxyhKoz0dk91EkNJ_RFTc4dMEms1t3aNR-zmbOd2nTIYDWCHFRjSARQcQ8UeDeTvw3qE-pNoaB7HpMMVtENHOHU4DmLH700tSxS4/s1600/Attridge+books.png"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 297px; height: 216px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw989JJx9iXW9FvXAGEcNF0ZC-YRlVRGEPht5bCK_vxyhKoz0dk91EkNJ_RFTc4dMEms1t3aNR-zmbOd2nTIYDWCHFRjSARQcQ8UeDeTvw3qE-pNoaB7HpMMVtENHOHU4DmLH700tSxS4/s320/Attridge+books.png" alt="" id="BLOGGER_PHOTO_ID_5568721790819772658" border="0" /></a><span style="color: rgb(0, 0, 0);font-family:arial;"><br />This session should appeal broadly to students of literature, as well as those from other disciplines with an interest in critical theory.</span><span style="color: rgb(0, 0, 0);font-family:arial;"><br /><br />All are welcome to attend. We hope to see you there!</span>Danhttp://www.blogger.com/profile/16709363420435527872noreply@blogger.com0tag:blogger.com,1999:blog-2438878460773607601.post-47359656651692209992011-01-18T13:36:00.000+00:002011-02-20T22:07:03.553+00:00Spring Term, Session 1: Posthumanism (Monday 31st January)<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhds94zQcfg1DCC3_8wS0J23I9d9q8Y3ygtZvRyjeYgfw76udLXNO83F1E1iBMgp2FTJNTxo-rvKaW_cCzzJSnbKEc71qeAmJEnfELs7AQ_4JbvPrZ3fXt2sD1qB3GDHEAGSLla_eH0bcs/s1600/haraway.PNG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 148px; height: 148px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhds94zQcfg1DCC3_8wS0J23I9d9q8Y3ygtZvRyjeYgfw76udLXNO83F1E1iBMgp2FTJNTxo-rvKaW_cCzzJSnbKEc71qeAmJEnfELs7AQ_4JbvPrZ3fXt2sD1qB3GDHEAGSLla_eH0bcs/s400/haraway.PNG" alt="" id="BLOGGER_PHOTO_ID_5563529337796109250" border="0" /></a><br /><span style="color: rgb(0, 0, 0);font-family:arial;" >Whe<span style="font-family:arial;">re does the 'human' end and the 'non-human' begin? Have we entered a 'posthuman' age, or were we ever really 'human' in the first place? What implications can a questioning of the 'human' have for gender, race, age, disability and ethics?</span><br /><br /><span style="font-family:arial;">The general theme for this term's Literary and Critical Theory Seminars is </span><span style="font-weight: bold;font-family:arial;" >'The Idea of the Human'</span><span style="font-family:arial;">, and our first session will be on the topic of </span><span style="font-weight: bold;font-family:arial;" >'posthumanism'</span><span style="font-family:arial;">.</span><span style="font-family:arial;"> It will take place from </span><span style="font-weight: bold;font-family:arial;" >6-8pm </span><span style="font-family:arial;">on</span><span style="font-weight: bold;font-family:arial;" > Monday 31st January</span><span style="font-family:arial;"> in</span><span style="font-weight: bold;font-family:arial;" > Senate House, room 103 (1st Floor)</span><span style="font-family:arial;">. The readings are as follows:</span><br /><br /></span><ul style="color: rgb(0, 0, 0);font-family:arial;"><li><span style="font-weight: bold;">Donna Haraway - 'A Cyborg M</span><span style="font-weight: bold;">anifesto'</span>, in <i>Simians, Cyborgs and Women: The Reinvention of Nature</i> (New York; Routledge, 1991), pp.149-181.<br /></li></ul><ul style="color: rgb(0, 0, 0);font-family:arial;"><li><span style="font-weight: bold;">N. Katherine Hayles - 'Unfinished Work: From Cyborg to Cognisphere'</span>, in <span style="font-style: italic;">Theory, Culture & Society</span>, 2006 vol. 23: 159-166.<br /></li></ul><span style="color: rgb(0, 0, 0);font-family:arial;" ><br />The session will begin with a paper by </span><span style="font-weight: bold; color: rgb(0, 0, 0);font-family:arial;" >Louise LePage</span><span style="color: rgb(0, 0, 0);font-family:arial;" > (PhD candidate and Visiting Lecturer in Drama at Royal Holloway, University of London).</span><!--[if gte mso 9]><xml> <o:officedocumentsettings> <o:allowpng/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> 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</w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin:0cm; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Cambria","serif"; mso-ascii-font-family:Cambria; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:PMingLiU; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Cambria; mso-hansi-theme-font:minor-latin;} </style> <![endif]--><span style="color: rgb(0, 0, 0);font-family:arial;" lang="EN-US"> Louise's project aims to critically explore the identity and form of ‘the human’ in its representations as dramatic characters via an interrogation of <span style="font-size:100%;">its traditional borders with animals, machines, and the nonphysical (mind, ghosts, etc.). </span></span><span style="color: rgb(0, 0, 0);font-family:arial;font-size:100%;" lang="EN-US" >Her study adopts Donna Haraway’s cyborg as a trope to open up a posthumanist way of seeing and approaching identity, which re-constitutes the self as composed of multiple parts - natural <i style="">and</i> cultural - that extend beyond the borders of the skin to formulate an inherently provisional and protean identity and entity.</span><span style="font-family:arial;"><br /><br /><span style="font-family:arial;"><span style="color: rgb(0, 0, 0);">All are welcome to attend.</span><br /><br /></span></span>The Literary and Critical Theory Seminarhttp://www.blogger.com/profile/08329376324077629177noreply@blogger.com1