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Consider the Mackey functor assigning to each finite group G the Green ringof finitely generated kG-modules, where k is a field of characteristic p>0.Thevenaz foresaw in 1988 that the class of primordial groups for this functoris the family of k-Dress groups. In this paper we prove that this is true forthe subfunctor defined by the Green ring of finitely generated kG-modules oftrivial source.

On primordial groups for the Green ring