Ardabil University of Medical Sciences

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20072024

most citedCO2 capture using boron, nitrogen, and phosphorus-doped C20 in the present electric field: A DFT study

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math.NT2016

On the Diophantine equations $z^{2} = f (x)^{2} \pm f (y)^{2}$ involving Laurent polynomials

Yong Zhang, Arman Shamsi Zargar

By the theory of elliptic curves, we study the nontrivial rational parametric solutions and rational solutions of the Diophantine equations $z^{2} = f (x)^{2} \pm f (y)^{2}$ for some simple…

On the Diophantine equations z2=f(x)2±f(y)2 involving Laurent polynomials

On the Diophantine equations $z^{2} = f (x)^{2} \pm f (y)^{2}$ involving Laurent polynomials