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- W1034180696 abstract "The main result in this letter is the followingTheorem 1 (Direct Clifford Theory). Let M be a semisimple G-graded A-module, E= End(_AM)and J the two-sided ideal of E consisting of the endomorphisms which can be factored through a finitely generated submodule of M. Then J is an idempotent ideal of E and hence F= {I<_EE|MI= M} is a left Gabriel topology of E. Moreover, the following assertions hold:" @default.
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- W1034180696 title "MORITA CONTEXT FUNCTORS AND THEIR APPLICATIONS OVER GRADED RINGS" @default.
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