%0 Journal Article
%T Adelic constructions of low discrepancy sequences
%A Mordechay B. Levin
%J Online Journal of Analytic Combinatorics
%D 2010
%I University of Auckland
%X Frolov and Skriganov showed that low discrepancy point sets in the multidimensional unit cube $[0,1]^s$ can be obtained from admissible lattices in $mathbb{R}^s$. In this paper,we get a similar result for the case of $(mathbb{F}_q((x^{-1})))^s$. Then we combine this approach with Halton¡¯s construction of low discrepancy sequences.
%U http://analytic-combinatorics.org/index.php/ojac/article/view/43