椭圆曲线加密算法（Elliptic Curve Cryptography， ECC）是基于离散对数计算的困难性。ECC与 RSA方法相比，具有安全性能更高、运算量小， 处理速度快、占用...
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本论文研究的主要内容是有限域算术、椭圆曲线加密算法和有限域乘法器。
The finite field arithmetic, elliptic curve cryptography (ECC) and the finite field multiplier are investigated in this thesis.
本文首先对论文中所涉及的密码技术作了介绍，重点讨论了椭圆曲线加密算法和几种常见的身份认证技术。
The technical of cryptogram which refer to this paper is discussed firstly. And the emphases of this discussion are about the elliptic curve cryptographic algorithms and authentication.
文章对椭圆曲线加密算法的数学基础理论知识和基本原理作了详细的阐述，并对它的一个应用作了剖析和研究。
This paper elaborates mathematics basic theory and knowledge of coding algorithm of ellipse curve. Meanwhile, the author also analyses and studies its application through an instance.
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