Mémoire sur la résolution en nombres entiers de l’équation
Method of infinite ascent applied on
In this paper, the author shows a technique of generating an infinite number of coprime integral solutions for of the Diophantine equation for any positive integral values of when (mod 6) or (mod 6). For doing this, we will be using a published result of this author in The Mathematics Student, a periodical of the Indian Mathematical Society.
Modulární křivky a Fermatova věta
Některé historické aspekty Fermatova problému
New theorems concerning the diophantine equation
Non-possibility to prove infinity of regular primes form some theorems.
Norm form équations.
Note on J. H. E. Cohn's paper "The Diophantine equation xⁿ = Dy² + 1"
Note sur la résolution en nombres entiers et positifs de l’équation
Nouvelles approches du «théorème» de Fermat
O riešení rovnice a rovnice v prirodzených číslach
Odd values of the Ramanujan -function
On a Bernoulli numbers conjectures.
On a class of combinatorial Diophantine equations.
On a class of Diophantine equations.
On a congruence relation between Jacobi sums and cyclotomic units.
On a diophantine equation
On a diophantine equation connected with the Fermat equation
On a diophantine equation of a modified Fermat type
On a Fermat Equation Arising in the Arithmetic Theory of Function Fields.