首页> 外国专利> CRYPTOGRAPHIC SYSTEM ALLOWING ENCRYPTED COMMUNICATION BETWEEN USERS WITH A SECURE MUTUAL CIPHER KEY DETERMINED WITHOUT USER INTERACTION

CRYPTOGRAPHIC SYSTEM ALLOWING ENCRYPTED COMMUNICATION BETWEEN USERS WITH A SECURE MUTUAL CIPHER KEY DETERMINED WITHOUT USER INTERACTION

机译:密码系统,允许用户之间进行加密的通信,而无需用户干预即可确定安全的互惠密钥

摘要

A secret key generator for a trusted authority means in a cryptographic system comprising means for receiving a publicly-known user identity IDA for a user A; and further comprising secret key generator means for transforming the publicly-known user identity ID A into secret key s A for the user A with the inverse of the exponentiation function a s A ~ (ID A)2 (mod m), that is solved for s A, where a is a publicly-known base parameter, where m is a publicly-known modulus parameter and m = p1 * P2 ~~~ * Pr, and where p1, P2, ..., pr are secret system prime numbers. The inverse of the exponentiation function is infeasible to compute in order to calculate the secret key s A without knowing the prime numbers p1, p2, ..., Pr. The secret key s A enables user A to communicate securely to a user B having publicly-known user identity ID B with a mutual secure cipher key K AB, defined by the equation: K AB ~ (ID B) 2s A (mod m). The mutual secure cipher key K AB is determined without previous interaction with the user B.
机译:密码系统中用于可信机构的秘密密钥生成器装置,包括:用于接收用户A的公知用户身份IDA的装置;进一步包括秘密密钥生成器装置,用于将幂函数的倒数为A〜(ID A)2(mod m)的公知用户身份ID A转换为用户A的秘密密钥s A,为s A,其中a是公知的基本参数,其中m是公知的模数参数,并且m = p1 * P2 ~~~ * Pr,其中p1,P2,...,pr是秘密系统素数。在不知道素数p1,p2,...,Pr的情况下,为了计算秘密密钥s A,幂函数的倒数是不可行的。秘密密钥s A使用户A可以与具有公知用户身份ID B的用户B安全地通信,该用户ID具有由等式定义的相互安全的密码密钥K AB:K AB〜(ID B)2s A(mod m) 。无需与用户B事先交互即可确定相互安全密码密钥K AB。

著录项

  • 公开/公告号CA2054037A1

    专利类型

  • 公开/公告日1992-04-25

    原文格式PDF

  • 申请/专利权人 MAURER UELI;

    申请/专利号CA19912054037

  • 发明设计人 MAURER UELI;

    申请日1991-10-23

  • 分类号H04K1/00;

  • 国家 CA

  • 入库时间 2022-08-22 05:32:11

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