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The infinite order point on Y^2=X^3-p^3

The infinite order point on Y^2=X^3-p^3
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摘要 The parameterization of the elliptic curve Y2=X2+1 is given by using the modular forms of X(12) Then using class field theory over imaginary quadratic field and Shimura reciprocity, an infinite order point on the curve y2- = x3-p3 is constructed, for prime p=7 (mod 24). The parameterization of the elliptic curve Y2=X2+1 is given by using the modular forms of X(12) Then using class field theory over imaginary quadratic field and Shimura reciprocity, an infinite order point on the curve y2- = x3-p3 is constructed, for prime p=7 (mod 24).
作者 张绍伟
出处 《Science China Mathematics》 SCIE 1995年第8期928-932,共5页 中国科学:数学(英文版)
基金 the National Natural Science Foundation of China
关键词 MODULAR FORM CLASS field THEORY Shimura reciprocity. modular form, class field theory, Shimura reciprocity.
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