TY  - BOOK
AU  - Badiou, Alain
AU  - Bartlett,A J
AU  - Ling,Alex
TI  - Mathematics of the Transcendental
SN  - 9781474286459
U1  - N14 
PY  - 2014///
CY  - London
PB  - Bloomsbury
KW  - Ontology
N1  - 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
ER  -