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Improvement of Menezes-Vanstone Elliptic Curve Cryptosystem Based on Quadratic Bézier Curve Technique

机译:基于二次B&eAcute的Menezes-Vanstone椭圆曲线密码系统改进; Zier曲线技术

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Cryptography is one of the most important applications and widely used in our life especially in the information security that needed by many government institutions, banks, communications and others to keep data over internet and other transportations that it is ensure safety of transfers between the sender and the recipient. The most important system in cryptography is public key cryptography and the mostly used is the elliptic curves cryptosystem, because of it is very efficient and secure and difficult to solve the discrete logarithm problem and find the secret key. In this study a new method is introduced using the Menezes-Vanstone Elliptic Curve Cryptosystem (MVECC) for data based on quadratic Bézier curve techniques. The purpose of this proposal is to increase the security of this cryptosystem. We will apply this proposed method to all measurements of National Institute of Standards and Technology (NIST) tests and running time and compared it with the original method.
机译:密码学是我们生活中最重要的应用之一,特别是在我们的生活中广泛用于许多政府机构,银行,通信等的信息安全,以保证数据和其他运输,以确保发件人之间的转移安全收件人。密码学中最重要的系统是公钥加密,主要使用的是椭圆曲线密码系统,因为它是非常有效和安全且难以解决离散对数问题并找到秘密密钥。在这项研究中,使用Menezes-Vanstone椭圆曲线密码(MVECC)来引入一种新方法,用于基于二次B&EACUTE的数据; ZIER曲线技术。此提议的目的是提高此密码系统的安全性。我们将把这一提议的方法应用于国家标准和技术研究所(NIST)测试和运行时间的所有测量,并将其与原始方法进行比较。

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