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How to simultaneously exchange secrets by general assumptions

机译:如何通过一般假设同时交换秘密

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The simultaneous secret exchange protocol is the key tool for contract signing protocols and certified mail protocols. This paper proposes efficient simultaneous secret exchange protocols (or gradual secret releasing protocols) that are based on general assumptions such as the existence of one-way permutations and one-way functions, while the existing efficient simultaneous secret exchange protocols are based on more constrained assumptions such as specific number theoretic problems and the existence of oblivious transfer primitives (or trap-door one-way permutations). Moreover, while the existing simultaneous secret exchange protocols have an additional requirement that the underlying commit (encryption) function is 'ideal', the above-mentioned 'general assumptions' are provably sufficient for our schemes. Therefore, our protocols are provably secure under the general assumptions. In addition, our protocols are at least as efficient as the existing practical protocols, when efficient one-way permutations and one-way functions are used.
机译:同时秘密交换协议是合同签署协议和认证邮件协议的关键工具。本文提出了一种有效的同时秘密交换协议(或逐步秘密发布协议),该协议基于诸如单向排列和单向功能的存在等一般假设,而现有的有效同时秘密交换协议则基于更严格的假设例如特定的数论问题以及遗忘的传递原语(或活板门单向排列)的存在。此外,尽管现有的同时秘密交换协议对底层的提交(加密)功能具有“理想”的要求,但上述“一般假设”足以证明我们的方案是足够的。因此,在一般假设下,我们的协议可证明是安全的。此外,当使用高效的单向排列和单向功能时,我们的协议至少与现有的实用协议一样有效。

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