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搜索结果: 1-10 共查到军队指挥学 rational secret sharing相关记录10条 . 查询时间(0.06 秒)
We provide a general construction that converts any rational secret-sharing protocol to a protocol with a constant-round reconstruction. Our construction can be applied to protocols for synchronous ch...
Rational secret sharing was proposed by Halpern and Teague in STOC'04. The authors show that, in a setting with rational players, secret sharing and multiparty computation are only possible if the act...
The design of rational cryptographic protocols is a recently created research area at the intersection of cryptography and game theory. At TCC'10, Fuchsbauer \emph{et al.} introduced two equilibrium n...
This article is a journey starting at solution concepts in Game Theory, passing through reputation systems in Artificial Intelligence, and ending at a primary primitive in Cryptography.
The design of rational cryptographic protocols is a recently created research area at the intersection of cryptography and game theory. At TCC'10, Fuchsbauer \emph{et al.} introduced two equilibrium n...
In this paper, we give the first construction of a rational secret sharing protocol that is strict Nash (or Nash with respect to trembles) in the computational sense, works in a standard point-to-poin...
Rational secret sharing protocols in both the two-party and multi-party settings are proposed. These protocols are built in standard communication networks and with unconditional security. Namely, the...
The problem of carrying out cryptographic computations when the participating parties are rational in a game-theoretic sense has recently gained much attention. One problem that has been studied con...
We propose a new methodology for rational secret sharing leading to various instantiations that are simple and efficient in terms of computation, share size, and round complexity. Our protocols do n...
We consider the problem of secret sharing among n rational players. This problem was introduced by Halpern and Teague (STOC 2004), who claim that a solution is impossible for n = 2 but show a soluti...

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