Grothendieck Duality For Flat Morphisms
Traditionally, the twisted inverse image pseudo-functor of Grothendieck duality (−)! is defined by means of compactification on a class of morphisms between noetherian schemes. Recently, Iyengar, Lipman, and Neeman introduced a formula for this pseudo- functor which works for flat, separated, essentially of finite-type morphisms between noetherian schemes. This formula raised some important questions. Not only it is not well understood why the formula is free of compactification but the process...[Show more]
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