Provides a complete description of absolutely compatible strict element pairs in von Neumann algebras whose form resembles Halmos' generic projection pairs.
Complete isometries into C*-algebras
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abstract
We give various characterizations of into (not necessarily onto) complete isometries between $C^*$-algebras, generalizing a classical result of Holsztynski. Our results are related to a natural embedding of the noncommutative Shilov boundary in a second dual.
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math.OA 1years
2019 1verdicts
UNVERDICTED 1representative citing papers
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Absolutely compatible pair of elements in a von Neumann algebra-II
Provides a complete description of absolutely compatible strict element pairs in von Neumann algebras whose form resembles Halmos' generic projection pairs.