and B can interactively generate a random integer N =p' q such that its secret, i.e., the prime factors (p, q), is hidden from either party individually but is recoverab~~ jointly if desired. This can be utilized to give a protocol for two parties with private values i and j to...
How to Generate and Exchange Secrets(extended abstract)Andrew Chi-Chih Yao*In this paper we introduce a new tool for controlling the knowl-edge transfer process in cryptographic protocol design.applied to solve a general class of problems which include mostof the two-party cryptographic problems in...
问题简述 对于delta的含义尚未明确 “在我们的公式中”不知道指的是哪个公式;定理1~3将在后续介绍 IAF大概就是因子分解困难假设 生成秘密 唯一可解密不知道翻译地对不对;只是笼统地给出要求,并没有具体协议 加粗的是一个定语,注意理解 交换秘密 一般计算 最后还剩一点已基本与本论文无关。
It is applied to solve a general class of problems which include most of the two-party cryptographic problems in the literature. Specifically, we show how two parties A and B can interactively generate a random integer N = pq such that its secret, i.e., the prime factors (p, q), is...
How to generate and exchange secrets.pdfto,se,帮助,How,and,PDF,pdf 文档格式: .pdf 文档大小: 115.62K 文档页数: 5页 顶/踩数: 0/0 收藏人数: 0 评论次数: 0 文档热度: 文档分类: 经济/贸易/财会--财政/国家财政 文档标签: tose帮助HowandPDFpdf ...
How to Generate and Exchange Secrets Fairness Exchange of secrets Fairness General computation Model II - Semi-honest partiesJiang, Hong
How to Exchange Secrets by Oblivious Transfer 来自 connections-qj.org 喜欢 0 阅读量: 739 作者: Michael O. Rabin 摘要: CiteSeerX - Scientific documents that cite the following paper: How to exchange secrets by Oblivious Transfer 被引量: 1410 年份: 1981 ...
Machinethenflipsthecoin,andwithprobability1/2sends btoreceiver. Senderdoesnotknowwhichoutputreceiverreceived b # 1/2 1/2 b ObliviousTransfer SendergeneratesanRSApublicmodulusN=p*q,wherep andqarelargeprimenumbersandselectesuchthatitis relativelyprimeto(p-1)(q-1) SendersendsN,e,andM e modN Receiv...
由此作者提出了一个叫做EOS(Exchange of Secrets)的符合不经意传输(OT)性质的协议。事实上阅读文章之后,我认为将OT翻译为不经意传输并不合理,作者一直在强调论文中的协议执行后,两方获得正确信息是不确定的,因此这里的Oblivious更多表达的是概率的意思,“不经意”这个词翻译得莫名其妙。
Use this article to help you plan for, generate, and transfer your own HSM-protected keys to use with Azure Key Vault. Also known as bring your own key (BYOK).