Formulation of solutions of a special standard quadratic congruence modulo an even prime integer raised to the power n

B M Roy; A A Qureshi

doi:10.33545/26648636.2021.v3.i2a.31

Formulation of solutions of a special standard quadratic congruence modulo an even prime integer raised to the power n

Author(s):

B M Roy, A A Qureshi

Abstract:

In this paper, authors have formulated solutions of special type of a standard quadratic congruence x2≡0 mod 2n

of composite modulus. This congruence was not formulated by the earlier mathematicians, so the present authors studied it rigorously and attempted to formulate the solutions of this congruence. The authors have presented the formula for the solutions of the said quadratic congruence here and obtained nonzero solutions.

DOI: 10.33545/26648636.2021.v3.i2a.31

Pages: 01-02 | 907 Views 332 Downloads

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International Journal of Physics and Mathematics

How to cite this article:

B M Roy, A A Qureshi. Formulation of solutions of a special standard quadratic congruence modulo an even prime integer raised to the power n. Int. J. Phys. Math. 2021;3(2):01-02. DOI: 10.33545/26648636.2021.v3.i2a.31

Vol. 3, Issue 2, Part A (2021)

Formulation of solutions of a special standard quadratic congruence modulo an even prime integer raised to the power n

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