Operator Algebras of Idempotents
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Vern I. Paulsen
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Article
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2001
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Elsevier Science
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English
⚖ 167 KB
We introduce the concept of a matricial Schur ideal, which serves as a dual object for operator algebras generated by a finite set of idempotents. Using matricial Schur ideals and some factorization theorems for tensor products of operator algebras, we are able to obtain matrix-valued interpolation