使用私有除数的安全整数除法

T. Veugen, Mark Abspoel
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引用次数: 3

摘要

摘要我们在一个基于秘密共享的安全多方计算框架内考虑安全整数除法,其中被除数是秘密共享的,但除数对一方来说是私有的。我们提到了出现这种情况的各种应用程序。我们在被动安全模型中给出了一个解决方案,并将其扩展到主动模型,实现了输入比特长度的复杂性线性。我们在云环境中使用众所周知的MP-SPDZ框架对这两种解决方案进行基准测试。我们的带有专用除数的整数除法协议在运行时和通信复杂性方面都明显优于秘密除数解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Secure integer division with a private divisor
Abstract We consider secure integer division within a secret-sharing based secure multi-party computation framework, where the dividend is secret-shared, but the divisor is privately known to a single party. We mention various applications where this situation arises. We give a solution within the passive security model, and extend this to the active model, achieving a complexity linear in the input bit length. We benchmark both solutions using the well-known MP-SPDZ framework in a cloud environment. Our integer division protocol with a private divisor clearly outperforms the secret divisor solution, both in runtime and communication complexity.
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