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Protection of signatures based on the problem of the logarithm discrete

机译:签名保护],基于对数离散问题

摘要

The present invention relates to the generation reliable form of a digital signature s = (r, s) of a message m, at low cost, dsa type, and ec - sad. In a known manner, the components of the signature are determined with the aid of a random integer k, of a point g, of a private key det a hash m of the message m. according to the invention, the determination of the second component of the signature s comprises: mask the first component of the signature r or the private key of the random integer k with the aid of a modular addition; multiplying the result of the masking with the other value r or d; and to add, to the result of multiplication, optionally modified, a multiple not - zero, positive or negative, the said second value r or d. in the case of the american the so-called "signature ", the second component can be calculated according to the following formula: s = k - 1. (m + r (ω) - (r * d).
机译:本发明涉及消息m的数字签名s =(r,s)的生成可靠形式,其价格低廉,dsa类型,且成本低廉。以已知的方式,借助消息m的散列m的散列m,私钥g的点g的随机整数k来确定签名的成分。根据本发明,对签名s的第二分量的确定包括:借助于模块加法来屏蔽签名r的第一分量或随机整数k的私钥。将屏蔽的结果与另一个值r或d相乘;并将所述第二值r或d添加到乘法结果中,该乘法结果可选地被修改。在美国人所谓的“签名”的情况下,可以根据以下公式计算第二分量:s = k-1。(m + r(ω)-(r * d)。

著录项

  • 公开/公告号FR3027752B1

    专利类型

  • 公开/公告日2016-12-30

    原文格式PDF

  • 申请/专利权人 OBERTHUR TECHNOLOGIES;OBERTHUR TECHNOLOGIES;

    申请/专利号FR20140060171

  • 发明设计人 RONDEPIERRE FRANCK;

    申请日2014-10-22

  • 分类号H04L9/28;H04L9/30;H04L9/32;

  • 国家 FR

  • 入库时间 2022-08-21 13:21:28

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