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Isomorphisms of spaces of continuous affine functions on compact convex sets with Lindelöf boundaries

2011
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Proceedings of the American Mathematical Society
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Let X, Y be compact convex sets such that every extreme point of X and Y is a weak peak point and both ext X and ext Y are Lindelöf spaces. We prove that if there exists an isomorphism T : A c (X) → A c (Y ) with T · T −1 < 2, then ext X is homeomorphic to ext Y . This generalizes results of C.

doi:10.1090/s0002-9939-2010-10534-8
fatcat:46wsrhvmyjf3hfevvyf7gfcdh4