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  • Author or Editor: Patrick N. Dowling x
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Amini-Harandi proved that alternate convexically nonexpansive mappings on non-empty weakly compact convex subsets of strictly convex Banach spaces have fixed points. We prove that Amini-Harandi's result holds also in Banach spaces with the Kadec--Klee property and the result is true for a larger class of mappings. Moreover, we show that the Alspach mapping in L 1[0,1] is not a 2-alternate convexically nonexpansive mapping.

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