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High performance elliptic curve GF(2/sup k/) cryptoprocessor architecture for multimedia

机译:用于多媒体的高性能椭圆曲线GF(2 / sup k /)加密处理器架构

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摘要

A high performance GF(2/sup k/) elliptic curve crypto processor architecture suitable for multimedia security is proposed. To meet the high data rates of multimedia, the new architecture exploits parallelism within elliptic curve point operations after using projective coordinates. In this paper, the decision on which projective coordinate to use is based on its efficiency with regard to its parallel implementation. Two different projective coordinates are compared here. This parallelism is exploited in the new architecture by using three separate bit-level pipelined digit serial-parallel multipliers that can operate in parallel. It is worth pointing that such multipliers are ideally suited for the repetitive multiplications inherent in elliptic curve cryptography. it is believed that such high performance architectures are needed for high end servers that need to support the security of many multimedia streams at the same time.
机译:提出了一种适用于多媒体安全性的高性能GF(2 / sup k /)椭圆曲线密码处理器体系结构。为了满足多媒体的高数据速率,新架构在使用投影坐标后在椭圆曲线点操作中利用了并行性。在本文中,决定使用哪种投影坐标取决于其并行执行的效率。在此比较两个不同的投影坐标。通过使用三个可以并行操作的单独的位级流水线数字串行并行乘法器,在新体系结构中利用了这种并行性。值得指出的是,这种乘法器非常适合椭圆曲线密码术固有的重复乘法。人们认为高端服务器需要这样的高性能架构,而高端服务器需要同时支持许多多媒体流的安全性。

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    Gutub A.A.-A.; Ibrahim M.K.;

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  • 年度 2003
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