特殊理想环A3和密码学

2013 National Security Days (JNS3) Pub Date : 2013-04-26 DOI:10.1109/JNS3.2013.6595474

My Hachem Hassib, A. Chillali, M. A. Elomary

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引用次数: 2

摘要

在[1]和[2]中，我们定义了环F3d[ε]上的椭圆曲线，ε2 = 0。本文给出了特征为A3 = F3d[ε]，ε3 = 0的特殊理想环上椭圆曲线的一些性质及其在密码学中的应用。我们未来的工作将集中于研究这些环的一般情况，它们似乎在密码学中是有益的和有趣的，特别是基于身份(IBE)的环[6]。[7],[8]。

本文章由计算机程序翻译，如有差异，请以英文原文为准。

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Special ideal ring A3 and cryptography

In [1] and [2] we defined the elliptic curve over the ring F₃d[ε],ε² = 0. In this work we will give some properties of the elliptic curve over the special ideal ring of characteristic 3, A₃ = F₃d[ε],ε³ = 0, and an application in cryptography. Our future work will focus on the study of the general case of these rings, which seem to be beneficial and interesting in cryptography, specially the one based on the identity (IBE) [6]. [7], [8].

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2013 National Security Days (JNS3)

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