Paul A. Roediger
Published 2015-10-12Version 1
A new formulation of the subject equation is presented. Several parametric and semi-parametric solutions are derived. Originally presented in 1972, two of the then new parametric solutions for a=-1 were later published in a comprehensive survey of the a=1 case.
On a diophantine equation of Muneer
The Diophantine equation $aX^{4} - bY^{2} = 1$
On the Diophantine Equation $x^{2}+5^{a}\cdot 11^{b}=y^{n} $
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