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Calculation for proving that a secret belongs to an interval, implementing binary decomposition

机译:用于证明机密属于区间并进行二进制分解的计算

摘要

The method involves calculating a bond based on a secret of a proover entity, and calculating a knowledge proof of the secret using a binary decomposition of the secret and upper and lower bounds. The proof is recalculated by the verifier entity based on the bond so as to verify the proof received from the proover entity, where the bounds are introduced in the entities, and a preliminary treatment calculating the proof is implemented to simplify an expression of the proof such that the expression of the proof is free of components issued from the decomposition of the bounds. Independent claims are also included for the following: (1) a computer program to be stored in memory of a verifier entity for calculation of proof of knowledge of a secret in a given interval (2) a proover entity to prove knowledge of a secret at a verifier entity in a given interval (3) a verifier entity to verify proof of the secret knowledge provided by the proover entity (4) a system for implementing a informatic entities communication method.
机译:该方法包括基于证明者实体的秘密来计算键,以及使用秘密和上限和下限的二进制分解来计算秘密的知识证明。验证者实体根据键值重新计算证明,以验证从证明者实体收到的证明,其中在实体中引入了界限,并实施了计算证明的初步处理以简化证明的表达,例如证明的表达式不含边界分解产生的成分。还包括以下方面的独立权利要求:(1)存储在验证者实体的内存中的计算机程序,用于计算给定时间间隔内的秘密知识证明(2)证明实体在以下情况下证明秘密知识:在给定间隔中的验证者实体(3)验证者实体验证提供者实体提供的秘密知识的证明(4)用于实施信息实体通信方法的系统。

著录项

  • 公开/公告号EP2045957B1

    专利类型

  • 公开/公告日2011-08-17

    原文格式PDF

  • 申请/专利权人 FRANCE TELECOM;

    申请/专利号EP20080165648

  • 发明设计人 DULONG CELINE;CANARD SEBASTIEN;

    申请日2008-10-01

  • 分类号H04L9/32;

  • 国家 EP

  • 入库时间 2022-08-21 17:58:00

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