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Inherit Differential Privacy in Distributed Setting: Multiparty Randomized Function Computation

机译:在分布式设置中继承差异隐私:Multiparty随机功能计算

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摘要

How to achieve differential privacy in the distributed setting, where the dataset is distributed among the distrustful parties, is an important problem. We consider in what condition can a protocol inherit the differential privacy property of a function it computes. The heart of the problem is the secure multiparty computation of randomized function. A notion obliviousness is introduced, which captures the key security problems when computing a randomized function from a deterministic one in the distributed setting. By this observation, a sufficient and necessary condition about securely computing a randomized function from a deterministic one is given. The above result can not only be used to determine whether a protocol computing differentially private function is secure, but also be used to construct a secure one. Then we prove that the differential privacy property of a function can be inherited by the protocol computing it if the protocol securely computes it. A composition theorem of differentially private protocols is also presented. Finally, we construct protocols of Gaussian mechanism and Laplace mechanism, which inherit the differential privacy property.
机译:如何在分布式环境中实现差异隐私,其中数据集分配在不信任方之间,是一个重要的问题。我们考虑在什么条件下可以协议继承它计算的函数的差异隐私属性。问题的核心是随机功能的安全多方计算。引入了一个概念忘记,在从分布式设置中计算了从确定性的一个定制函数时,捕获关键安全问题。通过该观察,给出了关于从确定性的牢固计算随机计算的充分和必要条件。上述结果不仅可以用于确定计算差别私有功能的协议是否是安全的,而且用于构造安全的协议。然后,我们证明了函数的差异隐私属性可以由协议计算,如果协议安全地计算它,则可以通过计算它来继承。还提出了差异私有协议的组成定理。最后,我们构建了高斯机制和拉普拉斯机制的协议,其继承了差异隐私属性。

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