2008Hu'nan Shifan Daxue xuebao. Ziran kexue banRequires access

Extended Morita Theory for Right s-unital Rings

Zhou Li-ren

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Abstract

The classical Morita theory is extended to right s-unital rings,and for right s-unital rings,two unitary module categories equivalence can be realized by the covariant functors Hom and ,as well as induce isomorphic Morita context.

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What this paper is about

The classical Morita theory is extended to right s-unital rings,and for right s-unital rings,two unitary module categories equivalence can be realized by the covariant functors Hom and ,as well as induce isomorphic Morita context.

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Available abstract

The classical Morita theory is extended to right s-unital rings,and for right s-unital rings,two unitary module categories equivalence can be realized by the covariant functors Hom and ,as well as induce isomorphic Morita context.

Key concepts: Unital, Morita equivalence, Morita therapy, Functor, Unitary state, Mathematics, Equivalence (formal languages), Pure mathematics

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