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A Frequency Estimation Algorithm under Local Differential Privacy

机译:局部差分隐私下的频率估计算法

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With the rapid development of 5G, the Internet of Things (IoT) and edge computing technologies dramatically improve smart industries' efficiency, such as healthcare, smart agriculture, and smart city. IoT is a data-driven system in which many smart devices generate and collect a massive amount of user privacy data, which may be used to improve users' efficiency. However, these data tend to leak personal privacy when people send it to the Internet. Differential privacy (DP) provides a method for measuring privacy protection and a more flexible privacy protection algorithm. In this paper, we study an estimation problem and propose a new frequency estimation algorithm named MFEA that redesigns the publish process. The algorithm maps a finite data set to an integer range through a hash function, then initializes the data vector according to the mapped value and adds noise through the randomized response. The frequency of all interference data is estimated with maximum likelihood. Compared with the current traditional frequency estimation, our approach achieves better algorithm complexity and error control while satisfying differential privacy protection (LDP).
机译:随着5G的快速发展,事物(物联网)和边缘计算技术的互联网显着提高了智能行业的效率,如医疗保健,智能农业和智能城市。 IOT是一个数据驱动系统,其中许多智能设备生成并收集大量的用户隐私数据,这些数据可用于提高用户的效率。但是,当人们将其发送到互联网时,这些数据往往会泄漏个人隐私。差分隐私(DP)提供了一种测量隐私保护和更灵活的隐私保护算法的方法。在本文中,我们研究了一个估计问题,提出了一种名为MFEA的新频率估算算法,该算法重新设计了发布过程。该算法通过哈希函数将设定为整数范围的有限数据映射,然后根据映射值初始化数据矢量,并通过随机响应增加噪声。所有干扰数据的频率估计最大可能性。与目前的传统频率估计相比,我们的方法在满足差分隐私保护(LDP)的同时实现了更好的算法复杂性和错误控制。

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