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离散对数问题

网络DLP; discrete logarithm problem; ECDLP

离散对数问题

离散对数问题

离散对数问题

DLP

摘要:分析了离散对数问题(DLP),以素数域上的离散对数为基础,同时结合有限域上的椭圆曲线离散对数问题,提出一种新的数字 …

discrete logarithm problem

此之为解离散对数问题(discrete logarithm problem)。在密玛学上﹐有些加密机制便是根据这一原理而制成。

ECDLP

线离散对数问题(ECDLP)。基于椭圆曲线的各种密码体制的

Discrete Logarithms Problem

lem) 、离散对数问题( Discrete Logarithms Problem) 和因子分解

1

The security of the scheme is set up on the intricate nature of the elliptic curve discrete logarithm problem and the knapsack problem .

方案的安全性建立在椭圆曲线离散对数问题和变形的背包问题的难解性上。

3

Compared with classical group signature , the conic analog over Zn has strongly improved the security of computing discrete logarithm.

与经典群签名方案相比较，离散对数问题更加困难，有效提高了方案的安全性；

4

Based on the computational difficulty of computing discrete logarithms , a dynamic multiple secrets sharing scheme is proposed .

基于单向函数和有限域上离散对数问题提出一种动态多秘密分享方案。

7

A new multi-proxy blind signature is proposed based on DLP.

基于离散对数问题提出了一种新的多代理盲签名方案。

8

Reduction of the discrete logarithm problem to the elliptic curve discrete logarithm problem

化离散对数问题为特殊的椭圆曲线离散对数问题

9

On the digital signature schemes whose security based on solving discrete logarithms problem and factoring problem simultaneously

关于同时基于因子分解与离散对数问题的签名体制

10

An improved attack algorithm for discrete logarithm problem

一个改进的离散对数问题攻击算法

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