Von Neumann equivalence and $M_d$ type approximation properties

We show that $M_{d}$ -approximation-property, $M_{d}$ -weak-amenability, and $M_{d}$ -weak-Haagerup-property are stable under von Neumann equivalence (hence also Measure equivalence and W*-equivalence). We also show that these properties are inherited from lattices.

Von Neumann equivalence and $M_{d}$ type approximation properties

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Von Neumann equivalence and $M_{d}$ type approximation properties

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Von Neumann equivalence and MdMd​ type approximation properties

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Von Neumann equivalence and MdMd​ type approximation properties

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Von Neumann equivalence and $M_{d}$ type approximation properties

讲解博客

AI智能校验

Von Neumann equivalence and $M_{d}$ type approximation properties

讲解博客

AI智能校验