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Uniform titel L'être et l'événement . Engelska
Utgivning, distribution etc. Continuum , London : 2005
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SAB klassifikationskod
Fysisk beskrivning
ISBN 0-8264-5831-9 0-8264-5831-9 978-082-645-9
Antal i kö:
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A translation of one of the single most important works of recent French philosophy, Badiou's magnum opus. Being and Event is the greatest work of Alain Badiou, France's most important living philosopher. Long-awaited in translation, Being and Event makes available to an English-speaking readership Badiou's groundbreaking work on set theory - the cornerstone of his whole philosophy. The book makes the scope and aim of Badiou's whole philosophical project clear, enabling full comprehension of Badiou's significance for contemporary philosophy. Badiou draws upon and is fully engaged with the European philosophical tradition from Plato onwards; Being and Event deals with such key figures as Descartes, Spinoza, Leibniz, Hegel, Rousseau, Heidegger and Lacan.
Author's Preface p. xi Translator's Preface p. xvii Introduction p. 1 Being: Multiple and Void. Plato/Cantor The One and the Multiple: a priori conditions of any possible ontology p. 23 Plato p. 31 Theory of the Pure Multiple: paradoxes and critical decision p. 38 Technical Note: the conventions of writing p. 49 The Void: Proper name of being p. 52 The Mark [emptyset] p. 60 The same and the other: the axiom of extensionality p. 60 The operations under condition: axioms of the powerset, of union, of separation and of replacement p. 62 The void, subtractive suture to being p. 66 Aristotle p. 70 Being: Excess, State of the Situation, One/Multiple, Whole/Parts, or [Element]/[subset]? The Point of Excess p. 81 Belonging and inclusion p. 81 The theorem of the point of excess p. 84 The void and the excess p. 86 One, count-as-one, unicity, and forming-into-one p. 89 The State, or Metastructure, and the Typology of Being (normality, singularity, excrescence) p. 93 The State of the Historico-social Situation p. 104 Spinoza p. 112 Being: Nature and Infinity. Heidegger/Galileo Nature: Poem or matheme? p. 123 The Ontological Schema of Natural Multiples and the Non-existence of Nature p. 130 The concept of normality: transitive sets p. 130 Natural multiples: ordinals p. 132 The play of presentation in natural multiples or ordinals p. 134 Ultimate natural element (unique atom) p. 138 An ordinal is the number of that of which it is the name p. 139 Nature does not exist p. 140 Infinity: the other, the rule and the Other p. 142 The Ontological Decision: 'There is some infinity in natural multiples' p. 150 Point of being and operator of passage p. 151 Succession and limit p. 154 The second existential seal p. 156 Infinity finally defined p. 156 The finite, in second place p. 159 Hegel p. 161 The Matheme of infinity revisited p. 161 How can an infinity be bad? p. 164 The return and the nomination p. 165 The arcana of quantity p. 167 Disjunction p. 169 The Event: History and Ultra-one Evental Sites and Historical Situations p. 173 The Matheme of the Event p. 178 Being's Prohibition of the Event p. 184 The ontological schema of historicity and instability p. 184 The axiom of foundation p. 185 The axiom of foundation is a metaontological thesis of ontology p. 187 Nature and history p. 187 The event belongs to that-which-is-not-being-qua-being p. 189 Mallarme p. 191 The Event: Intervention and Fidelity. Pascal/Choice; Holderlin/Deduction The Intervention: Illegal choice of a name for the event, logic of the two, temporal foundation p. 201 Pascal p. 212 The Form-multiple of Intervention: is there a being of choice? p. 223 Fidelity, Connection p. 232 Deduction as Operator of Ontological Fidelity p. 240 The formal concept of deduction p. 242 Reasoning via hypothesis p. 244 Reasoning via the absurd p. 247 Triple determination of deductive fidelity p. 252 Holderlin p. 255 Quantity and Knowledge. The Discernible (or Constructible): Leibniz/Godel The Concept of Quantity and the Impasse of Ontology p. 265 The quantitative comparison of infinite sets p. 267 Natural quantitative correlate of a multiple: cardinality and cardinals p. 269 The problem of infinite cardinals p. 272 The state of a situation is quantitatively larger than the situation itself p. 273 First examination of Cantor's theorem: the measuring scale of infinite multiples, or the sequence of alephs p. 275 Second examination of Cantor's theorem: what measure for excess? p. 277 Complete errancy of the state of a situation: Easton's theorem p. 279 Ontological Destiny of Orientation in Thought p. 281 Constructivist Thought and the Knowledge of Being p. 286 The Folding of Being and the Sovereignty of Language p. 295 Construction of the concept of constructible set p. 296 The hypothesis of constructibility p. 299 Absoluteness p. 302 The absolute non-being of the event p. 304 The legalization of intervention p. 305 The normalization of excess p. 307 Scholarly ascesis and its limitation p. 309 Leibniz p. 315 The Generic: Indiscernible and Truth. The Event The Thought of the Generic and Being in Truth p. 327 Knowledge revisited p. 328 Enquiries p. 329 Truth and veridicity p. 331 The generic procedure p. 335 The generic is the being-multiple of a truth p. 338 Do truths exist? p. 339 Rousseau p. 344 The Matheme of the Indiscernible: P. J. Cohen's strategy p. 355 Fundamental quasi-complete situation p. 358 The conditions: material and sense p. 362 Correct subset (or part) of the set of conditions p. 365 Indiscernible or generic subset p. 367 The Existence of the Indiscernible: the power of names p. 372 In danger of inexistence p. 372 Ontological coup de theatre: the indiscernible exists p. 373 The nomination of the indiscernible p. 376 [female]-referent of a name and extension by the indiscernible p. 378 The fundamental situation is a part of any generic extension, and the indiscernible [female] is an element of any generic extension p. 381 Exploration of the generic extension p. 384 Intrinsic or in-situation indiscernibility p. 386 Forcing: Truth and the Subject. Beyond Lacan Theory of the Subject p. 391 Subjectivization: intervention and operator of faithful connection p. 392 Chance, from which any truth is woven, is the matter of the subject p. 394 Subject and truth: indiscernibility and nomination p. 396 Veracity and truth from the standpoint of the faithful procedure: forcing p. 400 Subjective production: decision of an undecidable, disqualification, principle of inexistents p. 406 Forcing: from the indiscernible to the undecidable p. 410 The technique of forcing p. 412 A generic extension of a quasi-complete situation is also itself quasi-complete p. 416 Status of veridical statements within a generic extension S([female]): the undecidable p. 417 Errancy of excess (1) p. 420 Absenting and maintenance of intrinsic quantity p. 423 Errancy of excess (2) p. 425 From the indiscernible to the undecidable p. 426 Descartes/Lacan p. 431 Appendixes Principle of minimality for ordinals p. 441 A relation, or a function, is solely a pure multiple p. 443 Heterogeneity of the cardinals: regularity and singularity p. 448 Every ordinal is constructible p. 453 On absoluteness p. 456 Primitive signs of logic and recurrence on the length of formulas p. 459 Forcing of equality for names of the nominal rank 0 p. 462 Every generic extension of a quasi-complete situation is itself quasi-complete p. 467 Completion of the demonstration of | p([omega subscript 0]) | [greater than or equal] [delta] within a generic extension p. 471 Absenting of a cardinal [delta] of S in a generic extension p. 473 Necessary condition for a cardinal to be absented in a generic extension p. 475 Cardinality of the antichains of conditions p. 477 Notes p. 481 Dictionary p. 498