The distribution of lattice points with relatively r-prime
arXiv:1704.02115
Abstract
The distribution of lattice points with relatively -prime is related to problems in the Number Theory such as the Extended Lindelöf Hypothesis and the Gauss Circle Problem. It is known that Sittinger's result is improved on the assumption of the Extended Lindelöf Hypothesis. In this paper, we improve Sittinger's result without assuming the Extended Lindelöf hypothesis.
6 pages