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  1. Home
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Browsing by Author "Cotos, Tatiana"

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    Rezolvarea congruenţelor pătrate în raport cu Modul Prim [Articol]
    (USARB, 2024) Cotos, Tatiana; Rotari, Tatiana, conducător şt.
    This paper explores methods for solving congruences with one variable, two variables, and n variables modulo a prime modulus. Within the study, various techniques and strategies for finding solutions to these types of congruences are presented. Among the discussed methods are the method of trials and the method of adding a multiple of the modulus. By providing a detailed presentation of these solution methods and techniques, this paper offers an in-depth perspective on solving congruences in the context of number theory, being useful for students, researchers in the field of mathematics.
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    Rezolvarea ecuaţiilor diofantice liniare [Articol]
    (USARB, 2024) Cotos, Tatiana; Rotari, Tatiana, conducător şt.
    The article addresses the resolution of Diophantine equations, presenting methods and techniques for finding integer solutions. Equations with one, two, and multiple variables are discussed, providing insight into various solving strategies. Practical examples are employed to illustrate the applicability of these methods and to highlight differences between variables. This article serves as a valuable resource for those interested in studying Diophantine equations and associated solving methods.

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