全信息模型中的容错计算

Oded Goldreich, S. Goldwasser, N. Linial
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引用次数: 60

摘要

针对任意双参数函数的容错计算,提出了高效的两方协议。证明了在这些协议中,不诚实玩家的影响是最小的(最多是多对数因子)。本文还提出了一种有效的m方容错协议,用于对一般分布(m>或=2)进行抽样。给出了计算任意m参数函数的有效m方协议,并证明了对于这些协议,对于大多数函数,任何t个不诚实参与者对协议结果的影响是最小的可能(最多为多对数因子)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fault-tolerant computation in the full information model
Efficient two-party protocols for fault-tolerant computation of any two-argument function are presented. It is proved that the influence of a dishonest player in these protocols is the minimum one possible (up to polylogarithmic factors). Also presented are efficient m-party fault-tolerant protocols for sampling a general distribution (m>or=2). Efficient m-party protocols for computation of any m-argument function are given, and it is proved for these protocols that for most functions, the influence of any t dishonest players on the outcome of the protocol is the minimum one possible (up to polylogarithmic factors).<>
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