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Differentially Private Hierarchical Count-of-Counts Histograms

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abstract

We consider the problem of privately releasing a class of queries that we call hierarchical count-of-counts histograms. Count-of-counts histograms partition the rows of an input table into groups (e.g., group of people in the same household), and for every integer j report the number of groups of size j. Hierarchical count-of-counts queries report count-of-counts histograms at different granularities as per hierarchy defined on an attribute in the input data (e.g., geographical location of a household at the national, state and county levels). In this paper, we introduce this problem, along with appropriate error metrics and propose a differentially private solution that generates count-of-counts histograms that are consistent across all levels of the hierarchy.

fields

cs.DB 1

years

2023 1

verdicts

UNVERDICTED 1

representative citing papers

ResidualPlanner+: a scalable matrix mechanism for marginals and beyond

cs.DB · 2023-05-14 · unverdicted · novelty 7.0

ResidualPlanner provides an optimal scalable matrix mechanism for Gaussian noise on marginal queries that optimizes convex loss functions of variances, with ResidualPlanner+ extending support to combined marginal and range/prefix-sum workloads while outperforming HDMM.

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  • ResidualPlanner+: a scalable matrix mechanism for marginals and beyond cs.DB · 2023-05-14 · unverdicted · none · ref 29 · internal anchor

    ResidualPlanner provides an optimal scalable matrix mechanism for Gaussian noise on marginal queries that optimizes convex loss functions of variances, with ResidualPlanner+ extending support to combined marginal and range/prefix-sum workloads while outperforming HDMM.