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FPGA implementation of multipliers for ECC

机译:ECC乘法器的FPGA实现

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Scalar Multiplication(SM) is the most frequently used operation in Elliptic Curve Cryptography(ECC). The efficiency of an ECC based system depends on the efficient implementation of SM. The type of basis used while designing a cryptosystem determines the space and time complexities. We implemented two multipliers based on Optimal Normal Basis of type II(ONB) and polynomial basis. This work uses Karatsuba and Sunar-Koc algorithms. The hardware implementations of both the multipliers have been carried out for different key lengths: 243, 251, and 270 bits. The FPGA device used for hardware implementation is XC6VLX240T(Virtex-6). The synthesis results are compared qualitatively in terms of hardware complexities for these key lengths.
机译:标量乘法(SM)是椭圆曲线密码术(ECC)中最常用的运算。基于ECC的系统的效率取决于SM的有效实施。设计密码系统时使用的基础类型决定了空间和时间的复杂性。我们基于II型(ONB)的最优正态基和多项式实现了两个乘法器。这项工作使用了Karatsuba和Sunar-Koc算法。两个乘法器的硬件实现已针对不同的密钥长度执行:243、251和270位。用于硬件实现的FPGA器件是XC6VLX240T(Virtex-6)。对于这些密钥长度,综合结果在硬件复杂性方面进行了定性比较。

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