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Blind Signature Scheme Based On Elliptical Curve Cryptography (ECC)

机译:基于椭圆曲线密码学的盲签名方案

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摘要

Blind signature is a concept to ensure anonymity of e-coins. Untracebility and unlinkability are two main properties of real coins and should also be mimicked electronically. A user has fulfill above two properties of blind signature for permission to send an e-coins. During the last few years, asymmetric cryptography based on curve based cryptography have becomes very popular, especially for embedded applications. Elliptical curves cryptography (CC) are the special case of elliptical curves (EC). EC operand size is only a fraction of the EC operand Size. EC Cryptography needs a group order of size at least 2~(160). In Particular for a cuve of genus two field F_(q-) with p long operands. Which is much better than the RSA using 1024 bit key length. The elliptic curve is best suited for the resource constraint environment s. It uses lesser key and provides more secure transmission of data.
机译:盲签名是确保电子硬币匿名的概念。不可追踪性和不可链接性是真实硬币的两个主要属性,也应通过电子方式模仿。用户具有以上两个盲签名的属性,可以发送电子硬币。在过去的几年中,基于曲线的密码学的非对称密码学变得非常流行,特别是对于嵌入式应用程序。椭圆曲线密码术(CC)是椭圆曲线(EC)的特例。 EC操作数大小仅是EC操作数大小的一小部分。 EC密码术需要至少2〜(160)个大小的组顺序。特别是对于属类的两个字段,具有p个长操作数的F_(q-)域。这比使用1024位密钥长度的RSA更好。椭圆曲线最适合于资源约束环境s。它使用较少的密钥,并提供更安全的数据传输。

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