Abstract.All Mackey functors over a finite group G are built up by short exact sequences from Mackey functors arising from modules over the integral group rings of appropriate subquotients WH of G . The equivariant cohomology theories with coefficients in Mackey functors arising from W//-modules admit particularly simple descriptions.Let G be a finite group. The notion of a Mackey functor plays a fundamentally important role in induction theory, both in purely algebraic situations and in equivariant stable ho…
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