Chattopadhyay , Jaitra and Kumar , Veekesh and Thangadurai , R - Set Equidistribution of subsets of (Z/nZ) *

hrj:5113 - Hardy-Ramanujan Journal, January 23, 2019
Set Equidistribution of subsets of (Z/nZ) *

Authors: Chattopadhyay , Jaitra and Kumar , Veekesh and Thangadurai , R

In 2010, Murty and Thangadurai [MuTh10] provided a criterion for the set equidistribution of residue classes of subgroups in (Z/nZ) *. In this article, using similar methods, we study set equidistribution for some class of subsets of (Z/nZ) *. In particular, we study the set equidistribution modulo 1 of cosets, complement of subgroups of the cyclic group (Z/nZ) * and the subset of elements of fixed order, whenever the size of the subset is sufficiently large.


Source : oai:HAL:hal-01986709v1
Published on: January 23, 2019
Submitted on: January 23, 2019
Keywords: [ MATH ] Mathematics [math], [ MATH.MATH-NT ] Mathematics [math]/Number Theory [math.NT]


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