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POLITICS 12 Towards an Anthropology of Infinitude: Badiou and the Political Subject 309 Nina Power 13 The Bourgeois and the Islamist, or, The Other Subjects of Politics 339 Alberto Toscano 14 Philosophy and Revolution: Badiou’s Infidelity to the Event 367 Toula Nicolacopoulos and George Vassilacopoulos Follysophy 388 Dominique Hecq Bibliography of Work on and by Alain Badiou in English 393 Contributors 419 Index 421
Abbreviations C Conditions CT Court traité d’ontologie transitoire D Deleuze: The Clamor of Being E Ethics: An Essay on the Understanding of Evil EE L’être et l’événement BE Being and Event HI Handbook of Inaesthetics IT Infinite Thought: Truth and the Return to Philosophy LM/LOW Logiques des mondes: l’être et l’événement, 2 LS Le Siècle M Metapolitics MP Manifesto for Philosophy NN Le Nombre et les nombres OB On Beckett P Polemics SP Saint Paul: The Foundation of Universalism TO Briefings On Existence: A Short Treatise on Transitory Ontology TC The Century TS Théorie du sujet TW Theoretical Writings vii
Page 1: Open Access Statement - Please Read
Page 4 and 5: Anamnesis Anamnesis means remembran
Page 6 and 7: First published 2006 by re.press Th
Page 11: Acknowledgements The production of
Page 15 and 16: 1 Masters & Disciples: Institution,
Page 17 and 18: Paul Ashton, A. J. Bartlett & Justi
Page 25 and 26: 2 What is a Philosophical Instituti
Page 27 and 28: Alain Badiou 15 its address. Yet th
Page 29 and 30: Alain Badiou 17 The irst derived im
Page 31: Alain Badiou 19 great committees, i
Page 35 and 36: 3 The Law of the Subject: Alain Bad
Page 37 and 38: Zachary Fraser 25 Badiou was not th
Page 39 and 40: Zachary Fraser 27 ics, and to shed
Page 41 and 42: § 3 Zachary Fraser 29 Brouwer’s
Page 43 and 44: Zachary Fraser 31 technique for mem
Page 45 and 46: Zachary Fraser 33 essential diverge
Page 47 and 48: Zachary Fraser 35 from Badiou’s t
Page 49 and 50: Zachary Fraser 37 One of the most i
Page 51 and 52: Zachary Fraser 39 method of argumen
Page 53 and 54: Zachary Fraser 41 explanation of wh
Page 55 and 56: Zachary Fraser 43 mathematics. The
Page 57 and 58: Zachary Fraser 45 The semantic valu
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Zachary Fraser 47 interesting featu
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Zachary Fraser 49 cal activity from
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Zachary Fraser 51 The chief diicult
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Zachary Fraser 53 this, classical m
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Zachary Fraser 55 tion in intuition
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Zachary Fraser 57 we may say that t
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Zachary Fraser 59 So far we have no
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Zachary Fraser 61 (i.e. extensional
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Zachary Fraser 63 occasionally quit
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Zachary Fraser 65 The forcing relat
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Zachary Fraser 67 the classical, no
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Zachary Fraser 69 on the other hand
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4 The Limits of the Subject in Badi
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Brian Anthony Smith 73 the practice
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Brian Anthony Smith 75 These distin
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Brian Anthony Smith 77 cannot be de
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Brian Anthony Smith 79 antees the e
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Brian Anthony Smith 81 number alway
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Brian Anthony Smith 83 an ordinal,
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Brian Anthony Smith 85 a set with
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Brian Anthony Smith 87 this normali
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Brian Anthony Smith 89 Here the tem
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Brian Anthony Smith 91 pure extensi
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Brian Anthony Smith 93 whether this
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Brian Anthony Smith 95 extends the
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Brian Anthony Smith 97 The pseudo-s
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Brian Anthony Smith 99 the truth th
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Brian Anthony Smith 101 in Badiou
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Justin Clemens 103 their emergence,
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Justin Clemens 105 For anyone famil
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Justin Clemens 107 the system that
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Justin Clemens 109 One could give t
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Justin Clemens 111 II. PHILOSOPHY A
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Justin Clemens 113 These features h
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Justin Clemens 115 who reads BE car
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Justin Clemens 117 the problematic
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Justin Clemens 119 But we also ind
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Justin Clemens 121 The ‘Scholium
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2. 3. Justin Clemens 123 Of both th
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Justin Clemens 125 enchained rigour
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ii. Justin Clemens 127 requiring a
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Justin Clemens 129 one could say th
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Justin Clemens 131 tion; moreover,
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Justin Clemens 133 each book with a
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Justin Clemens 135 ways asking Quid
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Justin Clemens 137 It is undoubtedl
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Justin Clemens 139 three fundamenta
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Justin Clemens 141 have so far deal
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Justin Clemens 143 down and is tran
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6 Count-as-one, Forming-into-one, U
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Lorenzo Chiesa 149 better, there is
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Lorenzo Chiesa 151 standpoint of th
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Lorenzo Chiesa 153 sults from the c
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Lorenzo Chiesa 155 am far from forc
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Lorenzo Chiesa 157 example? At the
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Lorenzo Chiesa 159 signiier in math
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Lorenzo Chiesa 161 used in ideograp
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Lorenzo Chiesa 163 as such are now
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Lorenzo Chiesa 165 lutely ‘in-dif
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4. 5. 6. Lorenzo Chiesa 167 the voi
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Lorenzo Chiesa 169 THE SUBJECT AS A
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Lorenzo Chiesa 171 to rediscover th
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Lorenzo Chiesa 173 the existence of
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4. 5. Lorenzo Chiesa 175 consciousn
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7 Introduction to Sam Gillespie Sig
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TRANSLATIONS: Sigi Jöttkandt 179 B
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Sam Gillespie 181 oms can just as r
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Sam Gillespie 183 If we are to make
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Sam Gillespie 185 I emphasize this
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Sam Gillespie 187 ics), consider th
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Sam Gillespie 189 asubjective’, w
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Sam Gillespie 191 non-empirical con
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Sam Gillespie 193 than the purely e
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Sam Gillespie 195 object (a) is not
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Sam Gillespie 197 fant could presum
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Sam Gillespie 199 modalities of afe
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Sam Gillespie 201 be enjoyed in sex
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Sam Gillespie 203 of analysis, then
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Sam Gillespie 205 we encounter in o
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Sam Gillespie 207 the whole point o
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Sam Gillespie 209 logic of the situ
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A. J. Bartlett 211 conviction. That
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A. J. Bartlett 213 tween the four p
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A. J. Bartlett 215 disciplinary ope
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A. J. Bartlett 217 ematics as a for
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A. J. Bartlett 219 the idea. 31 Suc
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A. J. Bartlett 221 dality of a proc
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A. J. Bartlett 223 nevertheless it
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A. J. Bartlett 225 Contrary to Mao
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A. J. Bartlett 227 Truth but render
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A. J. Bartlett 229 there must ‘be
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A. J. Bartlett 231 tion’. 60 To p
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A. J. Bartlett 233 to choose and ye
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A. J. Bartlett 235 state individual
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A. J. Bartlett 237 that knowledge w
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A. J. Bartlett 239 crucial aspect o
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A. J. Bartlett 241 to the subject b
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art
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248 The Praxis of Alain Badiou tion
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250 The Praxis of Alain Badiou of m
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252 The Praxis of Alain Badiou sign
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254 The Praxis of Alain Badiou gene
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256 The Praxis of Alain Badiou Fina
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258 The Praxis of Alain Badiou not
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260 The Praxis of Alain Badiou cht
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262 The Praxis of Alain Badiou its
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264 The Praxis of Alain Badiou This
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266 The Praxis of Alain Badiou ‘r
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268 The Praxis of Alain Badiou poet
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270 The Praxis of Alain Badiou deci
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272 The Praxis of Alain Badiou most
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274 The Praxis of Alain Badiou poin
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276 The Praxis of Alain Badiou rist
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278 The Praxis of Alain Badiou with
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280 The Praxis of Alain Badiou a wo
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282 The Praxis of Alain Badiou day
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284 The Praxis of Alain Badiou on a
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286 The Praxis of Alain Badiou cate
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288 The Praxis of Alain Badiou Once
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290 The Praxis of Alain Badiou atio
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292 The Praxis of Alain Badiou the
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294 The Praxis of Alain Badiou II.
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296 The Praxis of Alain Badiou By t
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298 The Praxis of Alain Badiou Howe
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300 The Praxis of Alain Badiou We c
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302 The Praxis of Alain Badiou and
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304 The Praxis of Alain Badiou real
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politics
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310 The Praxis of Alain Badiou impl
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312 The Praxis of Alain Badiou ject
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314 The Praxis of Alain Badiou can
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316 The Praxis of Alain Badiou clai
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318 The Praxis of Alain Badiou role
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320 The Praxis of Alain Badiou know
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322 The Praxis of Alain Badiou resp
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324 The Praxis of Alain Badiou ing
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326 The Praxis of Alain Badiou set
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328 The Praxis of Alain Badiou ‘f
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330 The Praxis of Alain Badiou Badi
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332 The Praxis of Alain Badiou over
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334 The Praxis of Alain Badiou loat
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336 The Praxis of Alain Badiou ness
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338 The Praxis of Alain Badiou foun
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342 The Praxis of Alain Badiou posi
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344 The Praxis of Alain Badiou driv
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346 The Praxis of Alain Badiou is s
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348 The Praxis of Alain Badiou are
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350 The Praxis of Alain Badiou geoi
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352 The Praxis of Alain Badiou part
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354 The Praxis of Alain Badiou he w
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356 The Praxis of Alain Badiou had
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358 The Praxis of Alain Badiou of
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360 The Praxis of Alain Badiou stat
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362 The Praxis of Alain Badiou ary
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364 The Praxis of Alain Badiou and
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366 The Praxis of Alain Badiou as i
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368 The Praxis of Alain Badiou take
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370 The Praxis of Alain Badiou twee
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372 The Praxis of Alain Badiou tive
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374 The Praxis of Alain Badiou Yet,
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376 The Praxis of Alain Badiou III.
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378 The Praxis of Alain Badiou atte
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380 The Praxis of Alain Badiou situ
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382 The Praxis of Alain Badiou From
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384 The Praxis of Alain Badiou of i
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Follysophy Dominique Hecq Today I f
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ibliography
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394 The Praxis of Alain Badiou TC T
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396 ESSAYS AND INTERVIEWS The Praxi
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398 The Praxis of Alain Badiou ‘T
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400 The Praxis of Alain Badiou Bost
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402 The Praxis of Alain Badiou Desa
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404 The Praxis of Alain Badiou Hall
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406 The Praxis of Alain Badiou Marc
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410 OTHER WORKS CITED The Praxis of
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412 The Praxis of Alain Badiou 1995
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414 The Praxis of Alain Badiou Laca
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416 The Praxis of Alain Badiou Rous
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Contributors Paul Ashton teaches in
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Agamben, Giorgio 108 Althusser, Lou
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299, 311 Leibniz, Gottfried 16, 23,
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