On the Negative Pell Equation  y^2=23x^2-11

Dr.D. Geetha,  Dr.P.K.Lakshmidevi,  Dr.N.Subhashini

On the Negative Pell Equation y^2=23x^2-11

Authors

Dr.D. Geetha, Dr.P.K.Lakshmidevi, Dr.N.Subhashini

Keywords:

Binary quadratic, hyperbola, parabola, integral solutions, Pell equation

Abstract

The various integer solutions of the binary quadratic equation, shown by the negative pellian equation , are studied. There are also some intriguing relationships between the solutions provided. Other options for hyperbolas, parabolas, and the unique Pythagorean triangle have been solved.

Downloads

Published

2025-12-13

How to Cite

Dr.D. Geetha, Dr.P.K.Lakshmidevi, Dr.N.Subhashini. (2025). On the Negative Pell Equation y^2=23x^2-11. Journal of Computational Analysis and Applications (JoCAAA), 34(12), 539–547. Retrieved from https://www.eudoxuspress.com/index.php/pub/article/view/4426