论文标题
von Neumann等价和$ M_D $类型近似属性
Von Neumann equivalence and $M_d$ type approximation properties
论文作者
论文摘要
我们表明，$ m_d $ -approximation-property，$ m_d $ -weak-namenability和$ m_d $ -weak-haagerup-property在von Neumann等价下是稳定的（因此，衡量等价和w* - 等效性）。我们还表明，这些属性是从晶格继承的。
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.
