On a class of solutions for a Quadratic Diophantine equation
Abstract
Let P:=P(x) be a polynomial in Z(x). In this manuscript, we think about the integral points of a bilinear Diophantine equation: DE: a^2-90b^2-10a-1260b=4401. We as well get hold of a few formulae and recurrence sequence to the integral points of (a_n, b_n) of DE.
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