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Abstract
Differential Privacy (DP) is a robust privacy guarantee that is widely employed in private data analysis today, finding broad application in domains such as statistical query release and machine learning. However, DP achieves privacy by introducing noise into data or query answers, which malicious actors could exploit during analysis. To address this concern, we propose the first verifiable differentially private median estimation scheme based on zk-SNARKs. Our scheme combines the exponential mechanism and a utility function for median estimation into an arithmetic circuit, leveraging a scaled version of the inverse cumulative distribution function (CDF) method for precise sampling from the distribution derived from the utility function. This approach not only ensures privacy but also provides a mechanism to verify that the algorithm achieves DP guarantees without revealing sensitive information in the process.