A Solution to Gauss Circle Problem

  • Hemanta Kunwar Department of Electrical Engineering, IOE Pulchowk Campus


In this article, a method of finding number of lattice
points within a real-circle having center at origin has been
mentioned, which in-fact is the requirement of Gauss Circle
Problem. The method involves a simple concept of analytical
geometry, basic algebra and number theory.

Dec 19, 2016
How to Cite
KUNWAR, Hemanta. A Solution to Gauss Circle Problem. Zerone Scholar, [S.l.], v. 1, n. 1, p. 1-2, dec. 2016. ISSN 2542-2774. Available at: <http://zerone.pcampus.edu.np/ojs/index.php/scholar/article/view/1>. Date accessed: 28 may 2022.