Publication date
January 2016
DOIAbstract
In this paper, the Diophantine equations ∑+= and ∑+= where 1≠2≠3≠⋯ and a is a positive integer have been discussed for possible positive integral solutions
In this paper, the Diophantine equations ∑+= and ∑+= where 1≠2≠3≠⋯ and a is a positive integer have been discussed for possible positive integral solutions
In this paper, we show that (3, 0, 3) is a unique non-negative integer solution for the Diophantine ...
AbstractWe prove that the equation x2 − kxy + y2 + x = 0 with k ϵ N+ has an infinite number of posit...
In this paper, we show that (3, 0, 3) is a unique non-negative integer solution for the Diophantine ...
In this paper, the Diophantine equations ∑+= and ∑+= where 1≠2≠3≠⋯ and a is a positive integer have ...
Integral solutions of x3+λy+1−xyz=0 are observed for all integral λ. For λ=2 the 13 solutions of the...
AbstractIn this study, we investigate positive integer solutions of the Diophantine equations x2−kxy...
Abstract. In this paper, we prove a weaker form of a conjecture of Mohanty and Ramasamy [6] concerni...
This paper discusses an integral solution (a, b, c) of the Diophantine equations x3n+y3n = 2z2n for ...
AbstractLet p, q be primes and p>3. Let further x, y and m be positive integers such that (x,y)=1. I...
[[abstract]]In this paper, we discuss the positive integers solutions of the Diophantine equations x...
Diophantine equation is an algebraic equation in two or more variables in which solutions to it are ...
summary:In this paper, we find all solutions of the Diophantine equation $x^2+2^\alpha 5^\beta 17^\g...
summary:In this paper, we find all solutions of the Diophantine equation $x^2+2^\alpha 5^\beta 17^\g...
summary:In this paper, we find all solutions of the Diophantine equation $x^2+2^\alpha 5^\beta 17^\g...
In this study, we investigate positive integer solutions of the Diophantine equations x(2) - kxy(sic...
In this paper, we show that (3, 0, 3) is a unique non-negative integer solution for the Diophantine ...
AbstractWe prove that the equation x2 − kxy + y2 + x = 0 with k ϵ N+ has an infinite number of posit...
In this paper, we show that (3, 0, 3) is a unique non-negative integer solution for the Diophantine ...
In this paper, the Diophantine equations ∑+= and ∑+= where 1≠2≠3≠⋯ and a is a positive integer have ...
Integral solutions of x3+λy+1−xyz=0 are observed for all integral λ. For λ=2 the 13 solutions of the...
AbstractIn this study, we investigate positive integer solutions of the Diophantine equations x2−kxy...
Abstract. In this paper, we prove a weaker form of a conjecture of Mohanty and Ramasamy [6] concerni...
This paper discusses an integral solution (a, b, c) of the Diophantine equations x3n+y3n = 2z2n for ...
AbstractLet p, q be primes and p>3. Let further x, y and m be positive integers such that (x,y)=1. I...
[[abstract]]In this paper, we discuss the positive integers solutions of the Diophantine equations x...
Diophantine equation is an algebraic equation in two or more variables in which solutions to it are ...
summary:In this paper, we find all solutions of the Diophantine equation $x^2+2^\alpha 5^\beta 17^\g...
summary:In this paper, we find all solutions of the Diophantine equation $x^2+2^\alpha 5^\beta 17^\g...
summary:In this paper, we find all solutions of the Diophantine equation $x^2+2^\alpha 5^\beta 17^\g...
In this study, we investigate positive integer solutions of the Diophantine equations x(2) - kxy(sic...
In this paper, we show that (3, 0, 3) is a unique non-negative integer solution for the Diophantine ...
AbstractWe prove that the equation x2 − kxy + y2 + x = 0 with k ϵ N+ has an infinite number of posit...
In this paper, we show that (3, 0, 3) is a unique non-negative integer solution for the Diophantine ...
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