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Energy Efficiency Analysis of Elliptic Curve based Cryptosystems

机译:椭圆曲线基密码系统能效分析

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Energy consumption is an important factor for any cryptoscheme, implemented on devices having limited energy resource. In this paper, we analyze the energy consumption during the Diffie-Hellman key exchange implemented on both supersingular and ordinary elliptic curves. The former protocol is Supersingular Isogeny based Diffie-Hellman (SIDH) and the latter is Elliptic Curve based Diffie-Hellman (ECDH) respectively. Implementations are executed on 64 bit Intel Skylake processor. The energy consumption is analysed for the classical bit security levels of 128 and 192. In this paper, a detailed comparison of power and energy consumption by elliptic curve point addition and doubling operations is presented for affine and standard projective coordinates. Projective coordinates based elliptic curve operations are found to be around 50 to 60 times more energy efficient We then analyze SIDH and ECDH, implemented using projective coordinates. Our results show that, SIDH consumes around 37 to 47 times more energy in comparison to ECDH for the above mentioned bit security levels.
机译:能量消耗是任何Cryptoscheme的重要因素,在能量资源有限的设备上实施。在本文中,我们分析了在超周上和普通椭圆曲线上实现的Diffie-Hellman密钥交换期间的能量消耗。前一种方案是基于超出的基于ISOGIFIE-HELLMAN(SIDH),后者分别是基于椭圆曲线的Diffie-Hellman(ECDH)。在64位英特尔Skylake处理器上执行实现。分析了能量消耗,用于经典比特安全级别为128和192.在本文中,呈现了通过椭圆曲线点加成和倍增操作的功率和能量消耗的详细比较,用于仿射和标准投影坐标。基于投影坐标的椭圆曲线操作,节能的节能率为50至60倍,然后通过投影坐标实施,从而分析SIDH和ECDH。我们的结果表明,与ECDH为上述比特安全级别的ECDH相比,SIDH消耗大约37至47倍。

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