The geometry of Hamming-type metrics and their embeddings into Banach spaces
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DOI: 10.1007/s11856-021-2187-0
Abstract: Within the class of reflexive Banach spaces, we prove a metric characterization of the class of asymptotic-$c_0$ spaces in terms of a bi-Lipschitz invariant which involves metrics that generalize the Hamming metric on $k$-subsets of… read more here.
Keywords: hamming type; asymptotic subsequential; banach spaces; geometry hamming ... See more keywords