Title: REPRESENTABLE FUNCTORS, SERRE FUNCTORS, AND MUTATIONS
Abstract: This paper studies the categorical version of the concept of mutations of an exceptional set, as used in the theory of vector bundles. The basic object of study is a triangulated category with a family of subcategories satisfying the so-called admissibility condition. A natural notion arising here is that of a Serre functor, effecting a certain duality in the triangulated category. Bibliography: 16 titles.
Publication Year: 1990
Publication Date: 1990-06-30
Language: en
Type: article
Indexed In: ['crossref']
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Cited By Count: 309
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