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Shifting Primes: Extension of Pseudo-Mersenne Primes to Optimize ECC for MSP430-Based Future Internet of Things Devices

机译:转移的素数:扩展了伪梅森素数以优化基于MSP430的未来物联网设备的ECC

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摘要

Security support for small and smart devices is one of the most important issues in the Future Internet of things, since technologies such as 6L0WPAN are opening the access to the real world through Internet. 6L0WPAN devices are highly constrained in terms of computational capabilities, memory, communication bandwidth, and battery power. Therefore, in order to support security, it is necessary to implement new optimized and scalable cryptographic mechanisms, which provide security, authentication, privacy and integrity to the communications. Our research is focused on the mathematical optimization of cryptographic primitives for Public Key Cryptography (PKC) based on Elliptic Curve Cryptography (ECC) for 6L0WPAN. Specifically, the contribution presented is a set of mathematical optimizations and its implementation for ECC in the 6L0WPAN devices based on the microprocessor Texas Instrument MSP430. The optimizations presented are focused on Montgomery multiplication operation, which has been implemented with bit shifting, and the definition of special pseudo-Mersenne primes, which we have denominated "shifting primes". These optimizations allow to implement the scalar multiplication (operation used for ECC operations) reaching a time of 1, 2665 seconds, which is 42, 8% lower of the reached by the state of the art solution TinyECC (2, 217 seconds).
机译:小型和智能设备的安全性支持是未来物联网中最重要的问题之一,因为诸如6L0WPAN之类的技术正在通过互联网打开对现实世界的访问。 6L0WPAN设备在计算能力,内存,通信带宽和电池电量方面受到严格限制。因此,为了支持安全性,有必要实施新的优化和可扩展的密码机制,该机制为通信提供安全性,身份验证,隐私和完整性。我们的研究集中在基于6L0WPAN的椭圆曲线密码学(ECC)的公钥密码学(PKC)密码原语的数学优化上。具体来说,本文介绍的贡献是一组数学优化及其在基于微处理器Texas Instruments MSP430的6L0WPAN设备中用于ECC的实现。所提供的优化集中在通过移位实现的蒙哥马利乘法运算,以及特殊伪梅森素数的定义,我们将其称为“移位素数”。这些优化允许实现达到1,2665秒的时间的标量乘法(用于ECC运算的操作),比最先进的解决方案TinyECC(2,217秒)的时间低42%(42%)。

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