基于spdz的乐观公平多方计算检测

Chung-Li Wang
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引用次数: 0

摘要

多方计算的公平性问题已经研究了很长时间。经典结果表明,利用加密工具可以实现公平交换,因为大多数加密工具都是基于乱码电路的。对于秘密共享方案,比如SPDZ,简单地应用公平的托管方案可能会产生巨大的开销,因为它会加密交付结果的所有份额。为了解决这个问题,我们设计了一个两级的秘密共享机制。托管加密仅用于第一层共享,并在预处理中执行。第二级共享用于计算,并且总是由明文处理,这样在线阶段仍然是有效的。我们的工作还采用了一个半可信的第三方(TTP),它为输出交付提供了乐观的托管。当至少有一个诚实方存在时,验证和交付过程可以防止恶意方破坏结果或中止。此外,TTP不知道输出,所以即使他恶意串通,我们也只会失去公平。只有当检测到打开第一级共享的不当行为时,才需要托管解密。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
SPDZ-Based Optimistic Fair Multi-Party Computation Detection
The fairness of multi-party computation has been investigated for long time. Classic results demonstrate that fair exchange can be achieved by utilizing cryptographic tools, as most of them are based on garbled circuits. For the secret-sharing schemes, such as SPDZ, it may incur significant overhead to simply apply a fair escrow scheme, since it encrypts all the shares of delivered results. To address this issue, we design a twolevel secret-sharing mechanism. The escrow encryption is only for the first level of sharing and performed in preprocessing. The second level of sharing is used for computation and always handled by plaintexts, such that the online phase is still efficient. Our work also employs a semi-trusted third party (TTP) which provide optimistic escrow for output delivery. The verification and delivery procedures prevent the malicious parties from corrupting the outcome or aborting, when there is at least one honest party. Furthermore, the TTP has no knowledge of output, so even if he is malicious and colluding, we only lose fairness. The escrow decryption is needed only when misconduct is detected for opening the first-level shares.
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