In the present paper we obtained all positive integer solutions of some diophantine equations related to unit fraction
This paper discusses an integral solution (a, b, c) of the Diophantine equations x3n+y3n = 2z2n for ...
Abstract In this paper, we give a straightforward approach to obtaining the solution of the Diophant...
The study of equations whose solutions were in integers was studied for several centuries. Tradition...
In this paper we study the diophantine equations (1) and (2). 2000 Mathematical Subject Classificati...
AbstractLet p, q be primes and p>3. Let further x, y and m be positive integers such that (x,y)=1. I...
Integral solutions of x3+λy+1−xyz=0 are observed for all integral λ. For λ=2 the 13 solutions of the...
Abstract. In this paper, we prove a weaker form of a conjecture of Mohanty and Ramasamy [6] concerni...
This paper concerns with the solution of the Diophantine Equations 10x+2y = z2 and 103+3y = z2 in no...
Diophantine equation is an algebraic equation in two or more variables in which solutions to it are ...
Balchandar Reddy Sangam, “On A Diophantine Equation x3-1/y3-1=z2”, International Journal of Applied ...
Let $ [\alpha] $ denote the integer part of the real number $ \alpha $, $ N $ be a sufficiently larg...
AbstractAll solutions in positive integers x, y z of the diophantine equation x1m + y1n = z1r are de...
AbstractA complete solution in integers of the well-known diophantine equation y2 = x3 + 1 is given ...
AbstractIn this paper, we prove the equation in the title has no positive integer solutions (x,y,n) ...
AbstractFor given positive integers n and a, let R(n;a) denote the number of positive integer soluti...
This paper discusses an integral solution (a, b, c) of the Diophantine equations x3n+y3n = 2z2n for ...
Abstract In this paper, we give a straightforward approach to obtaining the solution of the Diophant...
The study of equations whose solutions were in integers was studied for several centuries. Tradition...
In this paper we study the diophantine equations (1) and (2). 2000 Mathematical Subject Classificati...
AbstractLet p, q be primes and p>3. Let further x, y and m be positive integers such that (x,y)=1. I...
Integral solutions of x3+λy+1−xyz=0 are observed for all integral λ. For λ=2 the 13 solutions of the...
Abstract. In this paper, we prove a weaker form of a conjecture of Mohanty and Ramasamy [6] concerni...
This paper concerns with the solution of the Diophantine Equations 10x+2y = z2 and 103+3y = z2 in no...
Diophantine equation is an algebraic equation in two or more variables in which solutions to it are ...
Balchandar Reddy Sangam, “On A Diophantine Equation x3-1/y3-1=z2”, International Journal of Applied ...
Let $ [\alpha] $ denote the integer part of the real number $ \alpha $, $ N $ be a sufficiently larg...
AbstractAll solutions in positive integers x, y z of the diophantine equation x1m + y1n = z1r are de...
AbstractA complete solution in integers of the well-known diophantine equation y2 = x3 + 1 is given ...
AbstractIn this paper, we prove the equation in the title has no positive integer solutions (x,y,n) ...
AbstractFor given positive integers n and a, let R(n;a) denote the number of positive integer soluti...
This paper discusses an integral solution (a, b, c) of the Diophantine equations x3n+y3n = 2z2n for ...
Abstract In this paper, we give a straightforward approach to obtaining the solution of the Diophant...
The study of equations whose solutions were in integers was studied for several centuries. Tradition...
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