ARITHMETIC CHARACTERIZATIONS OF SIDON SETS Academic Article uri icon

abstract

  • Let be any discrete Abelian group. We give several arithmetic characterizations of Sidon sets in . In particular, we show that a set is a Sidon set iff there is a number > 0 such that any finite subset A of contains a subset B A with |B| |A| which is quasiindependent, i.e. such that the only relation of the form (Equation presented), with equal to 1 or 0, is the trivial one. 1983 American Mathematical Society.

published proceedings

  • BULLETIN OF THE AMERICAN MATHEMATICAL SOCIETY

author list (cited authors)

  • PISIER, G.

citation count

  • 22

complete list of authors

  • PISIER, G

publication date

  • January 1983