Technique on Solving a Binary Quadratic Diophantine Equation Involving Odd Powers of 23
Author : Dr. N Thiruniraiselvi and Dr. MA Gopalan
Abstract :
This paper aims at solving a binary quadratic Diophantine equation involving odd powers of 23 represented by 3x2 + 11y2 = 232k+1. The method employed to solve the given equation is applying the concept of divisibility.
Keywords :
Quadratic Diophantine equation, Binary quadratic equation, Integer solutions, Division algorithm
