Author:
Balasubramanian R,Ramachandra K
Abstract
International audience
The main theme of this paper is to systematize the Hardy-Landau $\Omega$ results and the Hardy $\Omega_{\pm}$ results on the divisor problem and the circle problem. The method of ours is general enough to include the abelian group problem and the results of Richert and the later modifications by Warlimont, and in fact theorem 6 of ours is an improvement of their results. All our results are effective as in our earlier paper II with the same title. Some of our results are new.
Publisher
Centre pour la Communication Scientifique Directe (CCSD)
Cited by
3 articles.
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1. On summatory functions for automorphic L-functions;Journal of Mathematical Sciences;2012-07-11
2. On the number of subgroups of finite abelian groups;Abhandlungen aus dem Mathematischen Seminar der Universität Hamburg;1997-12
3. The general divisor problem;Journal of Number Theory;1987-09