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Middle points and inner products
Authors:Benitez, Carlos   Yanez, Diego
Affiliation:Departamento de Matemáticas
Universidad de Extremadura
06071 Badajoz
Spain
cabero{at}unex.es
Abstract:Let X be a real normed space with unit sphere S. It is provedthat X is an inner product space if and only if there is a realnumber {rho}, 0 < {rho} < 1, and Formula, such that every chord of S that supports {rho}S touches {rho}S at itsmiddle point.
Keywords:
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