Integral Points on Elliptic Curve y2=x3+2 021x-4 050
By using the elementary methods of congruence and the properties of solutions of Pell equation,the problem of integer points of elliptic curve y2=x3+2 021x-4 050 was discussed,and it was proved that the elliptic curve has only one integral point(x,v)=2.0.
elliptic curveintegral pointPell equationproperties of solutionscongruence
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