Mathematics of the Transcendental
Material type: TextPublication details: London Bloomsbury 2014Description: 282pISBN:- 9781474286459
- N14 B142
Item type | Current library | Call number | Status | Date due | Barcode | |
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Books | DVK Library Stack -> Second Floor -> N | N14 B142 (Browse shelf(Opens below)) | Available | 11076169 |
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N13(N78.1DJ) D515 Knowing and the Known | N13(N82.1HE) H964 The Shorter Logical Investigations | N14 AC576 Modern Deductive Logic | N14 B142 Mathematics of the Transcendental | N14 B241 Elements of Logic | N14 B295 Introduction to Symbolic Logic | N14 B295 Introduction to Symbolic Logic |
includes index and biblioraphy
1 Topos, or logics of Onto-logy : An introduction for philosophers.............11 General aim........13 Preliminary definitions..........17 The size of a Category..21 Limit and Universality...........27 Some fundamental concepts ..................29 Duality.........37 Isomorphism.............41 Exponentiation............45 Universe, 1: Closed Cartesian categories.........51 Structures of Immanence, 1: Philosophical consideration .55 Structures of immanence, 2: Sub-object ...............59 Elementary clarification of Exponetiation................67 Central object ..........71 The true, the false, negation and more.......77 The central object as linguistic power.............85 Ontology of the void and difference................95 Mono, epi, Equ, and other arrows..........99 Topo as logical places..........113 Internal algebra of 1..............123 Ontology of the void and exclude middle.........141 A minimal classical model ...............147 A minimal non-classical model...........151 2. Being there : Mathematics of the transcendental ............163 Transcedental Structures.............171 Transcedental connections................183 Theory of appearing and Objectivity..............217 Transcedental Projections: Theory of Localization ..........235 Theory of Relations: Situations as Universe .................249
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