We propose a new sequence-based algorithm to track and find solutions to the Diophantine equation $X^3+Y^3+Z^3=k$, for a fixed integer $k > 0$
The non-homogeneous cubic equation with three unknowns represented by the diophantine equation x3 +...
The study of equations whose solutions were in integers was studied for several centuries. Tradition...
AbstractWe present a complete characterization of the set of minimal solutions of a single linear Di...
We propose a new sequence-based algorithm to track and find solutions to the Diophantine equation $X...
We propose a new sequence-based algorithm to track and find solutions to the Diophantine equation X^...
Diophantine equation is an algebraic equation in two or more variables in which solutions to it are ...
International audienceThis paper gives a complete four-parameter solution of the simultaneous diopha...
Ramanujan [11, p. 341] found solutions of the Diophantine equation x3 + y3 = z3 + t3 (1) for which t...
Let $n$ be a positive integer and consider the Diophantine equation of generalized Fermat type $x^2+...
AbstractIn this paper we solve x3 + y + 1 − xyz = 0 completely and study a pair of simultaneous cubi...
Let S be the set of all positive integers with prime divisors from a fixed finite set of primes. Alg...
AbstractThe equation by2 + pn = x3 is regarded as a diophantine equation in the integer variables x,...
Using only elementary arguments, Cassels solved the Diophantine equation (x−1)3+x3+(x+1)3=z2 in inte...
Abstract. We survey the known polynomial families of solutions of the Dio-phantine equation x3 + y3 ...
Balchandar Reddy Sangam, “On A Diophantine Equation x3-1/y3-1=z2”, International Journal of Applied ...
The non-homogeneous cubic equation with three unknowns represented by the diophantine equation x3 +...
The study of equations whose solutions were in integers was studied for several centuries. Tradition...
AbstractWe present a complete characterization of the set of minimal solutions of a single linear Di...
We propose a new sequence-based algorithm to track and find solutions to the Diophantine equation $X...
We propose a new sequence-based algorithm to track and find solutions to the Diophantine equation X^...
Diophantine equation is an algebraic equation in two or more variables in which solutions to it are ...
International audienceThis paper gives a complete four-parameter solution of the simultaneous diopha...
Ramanujan [11, p. 341] found solutions of the Diophantine equation x3 + y3 = z3 + t3 (1) for which t...
Let $n$ be a positive integer and consider the Diophantine equation of generalized Fermat type $x^2+...
AbstractIn this paper we solve x3 + y + 1 − xyz = 0 completely and study a pair of simultaneous cubi...
Let S be the set of all positive integers with prime divisors from a fixed finite set of primes. Alg...
AbstractThe equation by2 + pn = x3 is regarded as a diophantine equation in the integer variables x,...
Using only elementary arguments, Cassels solved the Diophantine equation (x−1)3+x3+(x+1)3=z2 in inte...
Abstract. We survey the known polynomial families of solutions of the Dio-phantine equation x3 + y3 ...
Balchandar Reddy Sangam, “On A Diophantine Equation x3-1/y3-1=z2”, International Journal of Applied ...
The non-homogeneous cubic equation with three unknowns represented by the diophantine equation x3 +...
The study of equations whose solutions were in integers was studied for several centuries. Tradition...
AbstractWe present a complete characterization of the set of minimal solutions of a single linear Di...
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