On antipodal spherical t-designs of degree s with $t\geq 2s-3$

Details On antipodal spherical t-designs of degree s with $t\geq 2s-3$ On antipodal spherical t-designs of degree s with $t\geq 2s-3$

2008-02-20

arxiv.org/abs/0802.2905v1

Mathematics

Combinatorics

16 pages

Scientific paper

We prove that if X is a spherical t-design and s-distance set with $t\geq
2s-3$, then X has the structure of Q-polynomial association scheme of class s.
Also, we describe the parameters of the association scheme.

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