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Applications of Homological Algebra Introduction to Perverse Sheaves Spring 2007 P. Achar
 

Summary: Applications of Homological Algebra Introduction to Perverse Sheaves
Spring 2007 P. Achar
Problem Set 6
March 1, 2007
1. Let F
and G
be complexes of sheaves. Show that Hom(F
, G
) and F
G
(graded tensor product)
are well-defined complexes (that is, that d2
= 0). In class, we defined R Hom and L
as functors only
of the second variable: for a fixed F
C-
(ShX), we have
R Hom(F
, -) : D+
(ShX) D+

  

Source: Achar, Pramod - Department of Mathematics, Louisiana State University

 

Collections: Mathematics