Author: M Barr
Published Date: 15 Jan 2014
Publisher: Springer
Book Format: Paperback::152 pages
ISBN10: 3662170701
ISBN13: 9783662170700
Dimension: 156x 234x 8mm::222g
Download: *- Autonomous Categories
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. In mathematics, a *-autonomous (read "star-autonomous") category C is a symmetric monoidal closed category equipped with a dualizing object {displaystyle A ABSOLUTELY CONTINUOUS INVARIANT MEASURE. *- AUTONOMOUS CATEGORY - Let C be a symmetric closed monoidal category (cf. Also Category). Recently, there has been some interest in autonomous categories (such as It therefore makes sense to study autonomous categories that are equipped with a Autonomous category. In mathematics, an autonomous category is a monoidal category where dual objects exist. A left (resp. In a symmetric monoidal category, the existence of left duals is equivalent to the existence of right duals, categories of this kind are called (symmetric) compact closed categories. JOINT ENTRANCE EXAMINATION (ADVANCED) 2014. REPORT OF THE JOINT IMPLEMENTATION COMMITTEE. VOLUME-1. Organizing Institute INDIAN INSTITUTE OF TECHNOLOGY KHARAGPUR AUGUST 2014 ACKNOWLEDGEMENTS. JEE (Advanced) 2014 processes are now over. Looking back through the whole year of activities and milestones, we are reminded of the tremendous support that Comments: This is a complete rewrite, with some addtional results, of an earlier paper, Topological *-autonomous categories, TAC, 16 (2006), A *-autonomous category is a special case of the notion of star-autonomous pseudomonoid (a.k.a. Frobenius pseudomonoid, since it
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