article

Title: Geometric configurations in the ring of integers modulo p^{ell}

Authors: David Covert, Alex Iosevich and Jonathan Pakianathan

Issue: Volume 61 (2012), Issue 5, 1949-1969

Abstract:

$We study variants of the Erd\"os distance problem and the dot-products problem in the setting of the integers modulo $q$, where $q=p^{\ell}$ is a power of an odd prime.$