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Selection type results and fixed point property for affine bi-Lipschitz maps

By Cleon Barroso and Torrey Gallagher
We obtain a refinement of a selection principle for \((\mathcal{K}, \lambda)\)-wide-\((s)\) sequences in Banach spaces due to Rosenthal. This result is then used to show that if \(C\) is a bounded, non-weakly compact, closed convex subset of a Banach space \(X\), then there exists a Hausdorff vector topology \(\tau\) on... Show more
February 28, 2019
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Selection type results and fixed point property for affine bi-Lipschitz maps
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