Formulates the Galois Alperin weight conjecture for finite category algebras with a Γ×Aut(C)-equivariant bijection between simple kC-modules and weights of kO_C, reduces it to finite groups, and does the same for a blockwise version on EI-categories.
Sp¨ ath, A reduction theorem for the blockwise Alperin weight conjecture, J
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The Galois Alperin weight conjecture for finite category algebras
Formulates the Galois Alperin weight conjecture for finite category algebras with a Γ×Aut(C)-equivariant bijection between simple kC-modules and weights of kO_C, reduces it to finite groups, and does the same for a blockwise version on EI-categories.