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Analogue of the Duistermaat-van der Kallen Theorem for Group Algebras
Duistermaat-van der Kallen Theorem Mathieu subspaces
2010/12/14
Let G be a group, R an integral domain, and VG the R-subspace of the group algebra R[G] consisting of all the elements of R[G] whose coefficient of the identity element 1G of G is equal to zero.