An involutorial line transformation determined by a bilinear congruence of twisted elliptic quartic curves

Snyder Virgil; Clarkson J. M.

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An involutorial line transformation determined by a bilinear congruence of twisted elliptic quartic curves

机译：由扭曲的椭圆四次曲线的双线性同余确定的车线变换

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《Bulletin of the American Mathematical Society 》 |1934年第6期| 共8页
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Snyder Virgil; Clarkson J. M.;
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专利

1. An involutorial line transformation determined by a congruence of twisted cubic curves [J] . Clarkson J. M. Bulletin of the American Mathematical Society . 1937 ,第2期

机译：由扭曲的三次曲线的全等值确定的车线变换
2. On conjectural rank parities of quartic and sextic twists of elliptic curves [J] . Weidner Matthew International Journal of Number Theory . 2019 ,第9期

机译：椭圆曲线的四次和六次扭曲的猜想秩奇偶
3. Non-involutorial space transformations associated with a linear congruence [J] . Vest M. L. Bulletin of the American Mathematical Society . 1942 ,第12期

机译：与线性同余相关的非语言空间变换
4. Faster Pairing Computation on Jacobi Quartic Curves with High-Degree Twists [C] . Fan Zhang, Liangze Li, Hongfeng Wu Internaitonal conference on trusted systems . 2015

机译：高扭曲度的Jacobi四次曲线的更快配对计算
5. On Twisted Triple Products and the Arithmetic of Elliptic Curves [D] . Fornea, Michele. 2019

机译：扭曲三重产品和椭圆曲线的算术
6. Colloquium Paper: Parametrizations of elliptic curves by Shimura curves and by classical modular curves [O] . Kenneth A. Ribet, Shuzo Takahashi 1997

机译：座谈会论文：Shimura曲线和by的椭圆曲线参数化经典模曲线
7. An involutorial line transformation determined by a bilinear congruence of twisted elliptic quartic curves [O] . Virgil Snyder, J. M. Clarkson 1934

机译：由扭曲的椭圆四曲曲线的双线性组织决定的知识线变换

An involutorial line transformation determined by a bilinear congruence of twisted elliptic quartic curves

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