Title: On solution to the diophantine equation x~3-5~3=Dy~2
Abstract:Let D be an odd prime. By using quadratic residue, congruent formula and legendre symbol, two sufficient conditions are obtained that the diophantine equation x3-53=Dy2 has no integer solutions with x...Let D be an odd prime. By using quadratic residue, congruent formula and legendre symbol, two sufficient conditions are obtained that the diophantine equation x3-53=Dy2 has no integer solutions with x≠0(mod5).Read More
Publication Year: 2013
Publication Date: 2013-01-01
Language: en
Type: article
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