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6. BEHAVIOR OF QUILLEN (CO)HOMOLOGY WITH RESPECT TO ADJUNCTIONS.

Author

FRANKLAND, MARTIN

Subjects
*HOMOLOGY theory, *ADJUNCTION theory, *MATHEMATICAL category theory, *COHOMOLOGY theory, *ALGEBRAIC geometry
Abstract

This paper aims to answer the following question: Given an adjunction between two categories, how is Quillen (co)homology in one category related to that in the other? We identify the induced comparison diagram, giving necessary and sufficient conditions for it to arise, and describe the various comparison maps. Examples are given. Along the way, we clarify some categorical assumptions underlying Quillen (co)homology: cocomplete categories with a set of small projective generators provide a convenient setup. [ABSTRACT FROM AUTHOR]

Published
2015
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