Showing papers on "Minkowski addition published in 1971"
01 Feb 1971
TL;DR: In this paper, the structure of equilateral sets in an n-dimensional Minkowski space was shown to be closely related to the properties of antipodal sets, and the range of the cardinality of maximal equilateral set in Mn was obtained and a subset characterization of antipodic sets was derived.
Abstract: The structure of equilateral sets in an n-dimensional Minkowski space Mn is shown to be closely related to the properties of antipodal sets. The range of the cardinality of maximal equilateral sets in Mn is obtained and a subset characterization of antipodal sets is derived and applied to equilateral sets.
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