Efficient oblivious transfer from any non-trivial binary-symmetric channel

D. Stebila, S. Wolf
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引用次数: 16

Abstract

In 1997, Crepeau proved that the important cryptographic primitive of oblivious transfer can be efficiently realized by using a binary-symmetric channel with symbol-error probability less than 0.1982. We show that this restriction is unnecessary: Oblivious transfer can be realized as efficiently based on any non-trivial binary-symmetric channel between the involved parties.
有效的从任何非平凡的二元对称信道转移
1997年,Crepeau证明了使用符号错误概率小于0.1982的二进制对称信道可以有效地实现遗忘传输的重要密码原语。我们证明了这种限制是不必要的:遗忘传输可以有效地基于相关方之间的任何非平凡二元对称信道实现。
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来源期刊
CiteScore
2.20
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0.00%
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