The Endomorphism Ring Theorem for Frobenius Extensions.
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Kitty Morita (1967)
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Sumiyama, Takao (1995)
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This paper owes its origins to Pere Menal and his work on Von Neumann Regular (= VNR) rings, especially his work listed in the bibliography on when the tensor product K = A ⊗ B of two algebras over a field k are right self-injective (= SI) or VNR. Pere showed that then A and B both enjoy the same property, SI or VNR, and furthermore that either A and B are algebraic algebras over k (see [M]). This is connected with a lemma in the proof of the , namely a finite ring extension K = k[a,...
Mollin, R.A. (1985)
International Journal of Mathematics and Mathematical Sciences
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