The Erdös-Falconer distance problem on the unit sphere in vector spaces over finite fields

Details The Erdös-Falconer distance problem on the unit sphere in vector spaces over finite fields The Erdös-Falconer distance problem on the unit sphere in vector spaces over finite fields

2008-09-27

arxiv.org/abs/0809.4738v2

Mathematics

Combinatorics

Scientific paper

art, Iosevich, Koh and Rudnev (2007) show, using Fourier analysis method,
that the finite Erd\"os-Falconer distance conjecture holds for subsets of the
unit sphere in $\mathbbm{F}_q^d$. In this note, we give a graph theoretic proof
of this result.

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