Efficiently-calculated on-line/off-line digital signature method

A digital signature, offline technology, applied in the field of cryptography, which can solve problems such as no provable security

Inactive Publication Date: 2012-11-07
赵运磊
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

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Problems solved by technology

[0042] Compared with the DSS signature scheme, the ZHAO signature sche

Method used

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  • Efficiently-calculated on-line/off-line digital signature method
  • Efficiently-calculated on-line/off-line digital signature method
  • Efficiently-calculated on-line/off-line digital signature method

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Embodiment Construction

[0071] Preliminary knowledge and symbols:

[0072] The method and operation described in the present invention are based on a cyclic subgroup G in a finite group G ', wherein the order of G ' is N, the order of G is q, g is the generator of G, and 1 G is the identity element of G′, denote G / 1 G for G except 1 G The set of all elements other than . Generally speaking, q is a large prime number (typically, |q|=160, where |q| represents the length of q expressed in binary system). Remember Z q For the set of numbers {0, 1..., q-1}, record It is a set of numbers {1...,q-1}. In the following description of the inventive method, the inventors employ a multiplicative representation of operations on groups. That is, G' and G are multiplicative groups. This is just for convenience of presentation, all descriptions of inventive methods can be equally applied to additive groups, for example, elliptic curves, or other algebraic groups or concrete groups, finite fields, complex num...

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Abstract

The invention provides an efficiently-calculated on-line/off-line digital signature method. A signature public key is recorded as U=g<-w>; a signature private key is recorded as w belong to Z*q; f and h:{0, 1}*->Zq are two transfer functions; and m is information to be signed. A signer acquires e=h(m), r belong to Zq and d=f(g<r>, calculates z=r+dwe belong to Zq, and takes (d, z) as the signature of m. The signature effectiveness is validated through the calculation of f(g<z>U<de>)=d. The signer can pre-calculate {r, d, dw} off line. If knowing m and d in advance, a signature verifier can calculate U<de> off line. d is either stored by the verifier in secrecy, or stored publicly by a third party except the signer and the signature verifier.

Description

technical field [0001] The present invention relates to encryption technology, in particular to digital signature method. Background technique [0002] Preliminary Knowledge and Notation [0003] Denote G as a cyclic subgroup in a finite group G', where the order of G' is N, the order of G is q, and g is the generator of G, denote 1 G is the identity element of G′, denote G / 1 G for G except 1 G The set of all elements other than . Generally speaking, q is a large prime number (typically, |q|=160, where |q| represents the length of q in binary system), and N+1 or N is also a large prime number. [0004] Remember Z q For the set of numbers {0, 1..., q-1}, record It is a set of numbers {1...,q-1}. In the following description of the background technology, operations on groups are represented by multiplication, that is, G′ and G are multiplicative groups. This is just for convenience of presentation, all the descriptions about the background art can be equally applied t...

Claims

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Application Information

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IPC IPC(8): H04L9/32H04L9/30
Inventor 赵运磊姚期智
Owner 赵运磊
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