Theoretical Writings (Continuum Impacts)

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Theoretical Writings (Continuum Impacts)

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  • 製本 Paperback:紙装版/ペーパーバック版/ページ数 300 p.
  • 言語 ENG
  • 商品コード 9780826493248
  • DDC分類 194

Full Description

Alain Badiou is arguable the most important and original philosopher working in France today. Swimming against the tide of postmodern orthodoxy, Badiou's work revitalizes philosophy's perennial attempt to provide a systematic theory of truth. This volume presents for the first time in English a comprehensive overview of Badiou's ambitious system. Beginning with Badiou's controversial assertion that ontology is mathematics, this volume sets out his theory of the emergence of truths from the singular relationship between a subject and an event. Also included is a substantial extract from Badiou's forthcoming work on the logics of appearance and the concept of world, presented here in advance of its French publication. Ranging from startling re-readings of canonical figures (Spinoza, Kant and Hegel) to decisive engagements with poetry, psychoanalysis and radical politics, "Theoretical Writings" is an indispensable introduction to one of the great thinkers of our time.

Contents

Table of Contents; The Stellar Matheme: Editors' Introduction; Author's Preface; I. Mathematics is Ontology; 1. The Question of Being Today; 2. Philosophy and Mathematics; 3. Platonism and the Philosophy of Mathematics; 4. The Being of Number; 5. One, Multiple, Multiplicity; Addendum A (Historical) Spinoza's Closed Ontology; Addendum B (Conditional) The Desire of the Matheme; II. The Subtraction of Truth; 6. The Event as Trans-Being; 7. On Subtraction; 8. Truth: Forcing and the Unnameable; 9. Eight Theses on the Universal; Addendum C (Historical) Kant's Subtractive Ontology; Addendum D (Conditional) Politics as a Truth Procedure; III. Logics of Appearance; 10. Being and Appearance; 11. Towards a Thought of Appearance; 12. The Transcendental; Addendum E (Historical) Hegel and the Whole; Addendum F (Conditional) Language, Thought, Poetry; Glossary; Index.

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