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Homomorphic data decryption method and apparatus for implementing privacy protection

專利號(hào)
US11159305B2
公開日期
2021-10-26
申請人
Advanced New Technologies Co., Ltd.(KY Grand Cayman)
發(fā)明人
Shuai Han; Zhangjie Huang; Huanyu Ma; Hao Lei
IPC分類
H04L29/06; H04L9/00; H04L9/30; H04L9/06
技術(shù)領(lǐng)域
ciphertext,mod,hn,blockchain,n2,qrn,user,group,encryption,key
地域: George Town

摘要

A computer-implemented method, non-transitory, computer-readable medium, and computer-implemented system are provided for implementing privacy protection. In an implementation, a public key pk={N, h} corresponding to a target user is obtained, where h is a generator of a predetermined cyclic group with a size of k in a random number space Z*N, a length of k is i bits, a length of N is n bits, and i<

說明書

? ? N 2 - 1 N · k - 1 ? mod ? ? N
before encryption, where a value of private key sk is α=a·k, and a is a predetermined non-zero value.

When a value of homomorphic ciphertext c satisfies c=(1+N)m·(hN mod N2)r mod N2, decryption based on private key sk can be performed as follows: First, size k of the predetermined cyclic group is calculated based on value α of private key sk; and then k-exponentiation is performed on both sides of the calculation equation of homomorphic ciphertext c, to obtain ck=(1+N)km·(hN mod N2)rk mod N2=(1+N)km·[(hk)N mod N2]r mod N2. As described above, h is the generator of the predetermined cyclic group, and the size of the predetermined cyclic group is k, and therefore hk=h0=1. Therefore, the equation can be further converted into ck=(1+N)km mod N2=1+km·N mod N2. In this case,

m = c k

權(quán)利要求

1
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