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- W4235657944 abstract "We give an example of a topologically complete separable metric AR space $X$ which is not homeomorphic to the Hilbert space ${l^2}$, but which has the following properties: (i) $X$ imbeds as a convex subset of ${l^2}$ (ii) every compact subset of $X$ is a $Z$-set; (iii) $X times X approx {l^2};$ (iv) $X$ is homogeneous; (v) $X approx Xbackslash G$ for every countable subset $G$." @default.
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- W4235657944 date "1982-07-01" @default.
- W4235657944 modified "2023-09-23" @default.
- W4235657944 title "A Fake Topological Hilbert Space" @default.
- W4235657944 doi "https://doi.org/10.2307/1998961" @default.
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