An upper bound for the cardinality of ans-distance subset in real euclidean space, II
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It is shown that ifX is ans-distance subset inR d , then |X|≦( s d+s ).
AMS subject classification (1980)05 B 99 51 M 99
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- A. Blokhuis, A new upper bound for the cardinality of 2-distance sets in Euclidean space,Eindhoven Univ. of Technology, Memorandum 1981—04, Feb. 1981.Google Scholar
- A. Blokhuis, An upper bound for the cardinality ofs-distance sets inE d andH d,Eindhoven Univ. Techn. Memorandum 1982-68, May 1982. (This is also part of his Ph. D. Thesis entitled “Few distance sets”, 1983.)Google Scholar
- E. W. Hobson,The Theory of Spherical and Ellipsoidal Harmonics, Cambridge, 1931.Google Scholar
© Akadémiai Kiadó 1983