Reductive Algebras Containing a Direct Sum of the Unilateral Shift and a Certain other Operator are Selfadjoint (Q3709366)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Reductive Algebras Containing a Direct Sum of the Unilateral Shift and a Certain other Operator are Selfadjoint |
scientific article |
Statements
1985
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reductive algebra problem
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direct sum of a unilateral shift of finite multiplicity and a finite-dimensional completely nonunitary contraction
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von Neumann algebra
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Reductive Algebras Containing a Direct Sum of the Unilateral Shift and a Certain other Operator are Selfadjoint (English)
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