A lower bound for the error term in Weyl's law for certain Heisenberg manifolds, II
arXiv:0810.2235
Abstract
This article is concerned with estimations from below for the remainder term in Weyl's law for the spectral counting function of certain rational (2l+1)-dimensional Heisenberg manifolds. Concentrating on the case of odd l, it continues the work done in part I which dealt with even l.
arXiv comment13 pages