Upper Bound on Privacy-Utility Tradeoff Allowing Positive Excess Distortion Probability

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  • SAITO Shota
    Faculty of Informatics, Gunma University
  • MATSUSHIMA Toshiyasu
    Department of Applied Mathematics, School of Fundamental Science and Engineering, Waseda University

抄録

<p>This letter investigates the information-theoretic privacy-utility tradeoff. We analyze the minimum information leakage (f-leakage) under the utility constraint that the excess distortion probability is allowed up to ε∈[0, 1). The derived upper bound is characterized by the ε-cutoff random transformation and a distortion ball.</p>

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