Distance sets of well-distributed planar sets for polygonal norms

Mathematics – Combinatorics

Scientific paper

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18 pages

Scientific paper

Let X be a 2-dimensional normed space, and let BX be the unit ball in X. We discuss the question of how large the set of extremal points of BX must be if X contains a well-distributed set whose distance set Delta satisfies the estimate |\Delta\cap[0,N]|

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