Research Catalog
Mathematics of the transcendental
- Title
- Mathematics of the transcendental / Alain Badiou ; edited, translated and with an introduction by A. J. Bartlett and Alex Ling.
- Author
- Badiou, Alain.
- Publication
- London : Bloomsbury Academic, 2014.
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| Status | Format | Access | Call Number | Item Location |
|---|---|---|---|---|
Available - Can be used on site. Please visit New York Public Library - Schwarzman Building to submit a request in person. | Text | Use in library | JFD 14-1454 | Schwarzman Building - Main Reading Room 315 |
Details
- Additional Authors
- Bartlett, A. J. (Adam John), 1967-
- Description
- vii, 282 pages; 21 cm
- Subjects
- Bibliography (note)
- Includes bibliographical references and index.
- Contents
- Translators' introduction : the categorical imperative -- Part one. Topos, or logics of onto-logy : an introduction for philosphers. General aim ; Preliminary definitions ; The size of a category ; Limit and universality ; Some fundamental concepts ; Duality ; Isomorphism ; Exponentiation ; Universe, 1 : closed Carteisian categories ; Structures of immanence, 1 : philosophical considerations ; Structures of immanence, 2 : sub-object ; Structures of immanence, 3 : elements of an object ; 'Elementary' clarification of exponentiation ; Central object (or sub-object classifier) ; The true, the false, negation and more ; The central object as linguistic power ; Universe, 2 : the concept of topos ; Ontology of the void and difference ; Mono., epi., equ., and other arrows ; Topoi as logical places ; Internal algebra 1 ; Ontology of the void and excluded middle ; A minimal classical model ; A minimal non-classical model -- Part two. Being there : mathematics of the transcendental. Introduction ; A. Transcendental structures ; B. Transcendental connections. B.1. Connections between the transcendental and set-theoretic ontology : Boolean algebras -- B.2. Connections between the transcendental and logic in its ordinary sense (propositional logic and first order predicate logic) -- B.3. Connection between the transcendental and the general theory of localizations : topology ; C. Theory of appearing and objectivity ; E. Theory of relations : situation as universe -- Appendix : On three different concepts of identity between two multiples of two beings.
- Call Number
- JFD 14-1454
- ISBN
- 9781441189240 (hardcover)
- 1441189246 (hardcover)
- 9781441130389 (ebook (epub)) (canceled/invalid)
- 9781441150431 (ebook (pdf)) (canceled/invalid)
- LCCN
- 2013029986
- OCLC
- 867715650
- Author
- Badiou, Alain.
- Title
- Mathematics of the transcendental / Alain Badiou ; edited, translated and with an introduction by A. J. Bartlett and Alex Ling.
- Publisher
- London : Bloomsbury Academic, 2014.
- Type of Content
- text
- Type of Medium
- unmediated
- Type of Carrier
- volume
- Bibliography
- Includes bibliographical references and index.
- Added Author
- Bartlett, A. J. (Adam John), 1967- editor.
- Research Call Number
- JFD 14-1454