Morita Equivalence for Rings with Involution
by Ara, Pere
We develop the theory of Morita equivalence for rings with involution, and we show the corresponding fundamental representation theorem. In order to allow applications to operator algebras, we work within the class of idempotent nondegenerate rings. We also prove that two commutative rings with involution are Morita *-equivalent if and only if they are *-isomorphic.
DOI: 10.1023/A:1009958527372
Print publication date: 9/1/1999
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