Introduction. Let f : X ---* Y be a continuous map of locally compact spaces. Let Sh(X), Sh(Y) denote the abelian categories of sheaves on X and Y, and D ( X ) , D(Y) denote the corresponding derived categories (maybe bo - Direct image functor - Document - PDFSEARCH.IO

First Page	Meta Content
	Introduction. Let f : X ---* Y be a continuous map of locally compact spaces. Let Sh(X), Sh(Y) denote the abelian categories of sheaves on X and Y, and D ( X ) , D(Y) denote the corresponding derived categories (maybe bo Add to Reading List Document Date: 2008-09-06 15:24:36 Open Document File Size: 53,47 KB Share Result on Facebook Organization National Science Foundation / / Person Sha / / SocialTag Algebra Functors Sheaf theory Additive categories Triangulated category Sheaf Derived category Direct image functor Natural transformation Category theory

Introduction. Let f : X ---* Y be a continuous map of locally compact spaces. Let Sh(X), Sh(Y) denote the abelian categories of sheaves on X and Y, and D ( X ) , D(Y) denote the corresponding derived categories (maybe boAdd to Reading List