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- W2910369877 abstract "Let $Gamma$ be a discrete group satisfying the approximation property (AP). Let $X$, $Y$ be $Gamma$-spaces and $pi colon Y to X$ be a proper factor map which is injective on the non-free part. We prove the one-to-one correspondence between intermediate ${rm C}^ast$-algebras of $C_0(X) rtimes_r Gamma subset C_0(Y) rtimes Gamma$ and intermediate $Gamma$-${rm C}^ast$-algebras of $C_0(X) subset C_0(Y)$. This is a generalization of Suzuki's theorem that proves the statement for free actions." @default.
- W2910369877 created "2019-01-25" @default.
- W2910369877 creator A5069295224 @default.
- W2910369877 date "2019-01-15" @default.
- W2910369877 modified "2023-09-27" @default.
- W2910369877 title "A remark on the freeness condition of Suzuki's correspondence theorem for intermediate ${rm C}^ast$-algebras" @default.
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