On the diophantine equation x2 + p2k = yn

Ternary Diophantine Equations via Galois Representations and Modular Forms

Michael A. Bennett, Chris M. Skinner · Canadian Journal of Mathematics · 2004 · 201 citations · Full text

Computational Number Theory, Representation Theory, Shape Ax +6

Primitive Divisors of Lucas and Lehmer Sequences

Paul Voutier · Mathematics of Computation · 1995 · 79 citations

Geometry Of Number, Computational Number Theory, Primitive Divisors +7

On Cohn's conjecture concerning the diophantine equation¶ x 2 + 2 m = y n

M. Le · Archiv der Mathematik · 2002 · 44 citations

Diophantine Equation¶, Computational Number Theory, Diophantine Analysis

On the diophantine equations x2 + a2 = 2yp

Sz. Tengely · Indagationes Mathematicae · 2004 · 18 citations · Full text

Diophantine Analysis, Computational Number Theory, Diophantine Equations +1

Solutions of some generalized Ramanujan-Nagell equations

N. Saradha, Anitha Srinivasan · Indagationes Mathematicae · 2006 · 11 citations

Generalized Ramanujan-nagell Equations, Elliptic Equation, Analytic Number Theory +1