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An efficient algorithm for computing modular division over GF(2m) in elliptic curve cryptography

机译:在椭圆曲线密码术中计算模块化的高效算法(2 m

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摘要

Modular inversion is the most complicated operation in elliptic curve cryptography(ECC). Based on the Extended Euclidean Algorithm(EEA), this paper presents a modified modular division algorithm in the binary finite field GF(2m). Furthermore, this paper designs a hardware implementation to verify the algorithm's performance with Verilog HDL, we also simulate it in GF(2m) to compare with other algorithms on clock cycles consumption.
机译:模块化反转是椭圆曲线密码(ECC)中最复杂的操作。基于扩展欧几里德算法(EEA),本文介绍了二进制有限场GF(2 M )中的修改模块化算法。此外,本文设计了一种硬件实现,以验证算法使用Verilog HDL的性能,我们还在GF(2 M )中模拟,以与时钟循环消耗的其他算法进行比较。

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