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Item Details
Title: RELATIVE CATEGORY THEORY AND GEOMETRIC MORPHISMS
A LOGICAL APPROACH
By: Jonathan Chapman, Frederick Rowbottom
Format: Hardback

List price: £32.99
Our price: £28.87
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ISBN 10: 0198534345
ISBN 13: 9780198534341
Availability: Usually dispatched within 1-3 weeks.
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Publisher: OXFORD UNIVERSITY PRESS
Pub. date: 1 December, 1991
Series: Oxford Logic Guides 16
Pages: 276
Description: Topos theory provides an important setting and language for much of mathematical logic and set theory. This book presents a convenient and natural solution to the treatment of geometric morphisms in this setting and shows how this may be applied to topics such as the relative Giraud theorem.
Synopsis: Topos theory provides an important setting and language for much of mathematical logic and set theory. It is well known that a typed language can be given for a topos which allows a topos to be regarded as a category of sets. This enables a fruitful interplay between category theory and set theory. However, one stumbling block to a logical approach to topos theory has been the treatment of geometric morphisms. This book presents a convenient and natural solution to this problem by developing the notion of a frame relative to an elementary topos. The authors show how this technique enables a logical approach to be taken to topics such as category theory relative to a topos and the relative Giraud theorem. The work is essentially self-contained except that the authors presuppose a familiarity with basic category theory and topos theory.
Illustrations: numerous line diagrams
Publication: UK
Imprint: Clarendon Press
Returns: Returnable
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