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An algorithm to generate special type of pairing-friendly elliptic curves

机译:生成特殊类型的配对友好椭圆曲线的算法

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摘要

Pairing-friendly elliptic curves are the key ingredients in pairing-based cryptographic applications. The construction of such curves not only influences the implementation efficiency, but concerns the security. In this paper, a more targeted algorithm is proposed for the construction of such curves. By introducing a generalized concept “parameterized families”, we convert this problem to solving equation systems instead of exhaustive searching, and totally classify a type of family of elliptic curves. We demonstrate the utility of the algorithm by generating a parameterized family with embedding degree 12.
机译:配对友好的椭圆曲线是基于配对的加密应用程序中的关键要素。这种曲线的构建不仅影响执行效率,而且关系到安全性。在本文中,针对这种曲线的构造,提出了一种更有针对性的算法。通过引入广义的概念“参数化族”,我们将此问题转换为求解方程组,而不是穷举搜索,并对椭圆曲线族进行了完全分类。我们通过生成嵌入度为12的参数化族来证明该算法的实用性。

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