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Fast Implementation for Modular Inversion and Scalar Multiplication in the Elliptic Curve Cryptography

机译:椭圆曲线密码学中模块求逆和标量乘法的快速实现

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Modular inversion and Scalar multiplication are the kernel for computations in the GF(p) used by many public-key cryptosystem in data security systems. Various algorithms have been used for both software and hardware implementation of GF (p) inversion, but its application is limited because of the constraint of its speed. In this paper, a fast GF(p) inversion algorithm is proposed which can be used in both software and hardware realizations and is particularly suitable for VLSI implementations. Also an efficient algorithm for scalar multiplication in ECC is discussed and the corresponding comparative results are given. The results of numerical tests and performance comparisons manifests that the proposed algorithms can remarkably improve the computational efficiency. Hence, it has practical significance for the implementation of ECC and is expected to be applied to data security.
机译:模块化求逆和标量乘法是数据安全系统中许多公钥密码系统使用的GF(p)中计算的内核。 GF(p)反演的软件和硬件实现都使用了各种算法,但是由于其速度的限制,其应用受到了限制。本文提出了一种快速的GF(p)反演算法,该算法可以在软件和硬件实现中使用,并且特别适用于VLSI实现。讨论了一种有效的ECC标量乘法算法,并给出了相应的比较结果。数值测试和性能比较的结果表明,所提出的算法可以显着提高计算效率。因此,它对于ECC的实现具有现实意义,并有望应用于数据安全。

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