Nonmetrizable ANR's admitting a group structure are manifolds
classification
🧮 math.GN
keywords
admittinggroupnonmetrizablestructureanr-spacemanifoldmanifoldsomega
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It is shown that a nonmetrizable ANR-space of weight $\tau > \omega$, admitting a group structure, is (topologically) an $\text{\f R}^{\tau}$-manifold.
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