BRH曲线在数字签名方案中的应用

Batool Hatem Akar AlKfari, R. K. Ajeena
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引用次数: 0

摘要

椭圆曲线数字签名技术是确保数字数据的可执行性和不可否认性的最流行的算法安全解决方案之一。标量乘法过程在速度上非常依赖于它。利用所提出的BRH曲线实现数字签名算法,给出了椭圆曲线数字签名算法(ECDSA)的替代版本。使用BRH数字签名算法(BRH- dsa)减少了BRH曲线上点的加法运算和加倍运算。与原来的ECDSA相比,在BRH-DSA上实现了更安全的加密方案通信。
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On Applying the BRH Curve in Digital Signature Scheme
One of the most popular algorithm security solutions for ensuring the enforgeability and non-repudiation of digital data is the elliptic curve digital signature technique. The scalar multiplication process is strongly reliant on it for speed. The proposed BRH curve is used to implement the digital signature algorithm to give alternative version of elliptic curve digital signature algorithm (ECDSA). Using BRH-digital signature algorithm (BRH-DSA) reduces calculating the addition and doubling operations of points that are lying on BRH curve. On BRH-DSA, more secure communications for encryption schemes are been done in compare to the original ECDSA.
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