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Differential Privacy for Geometric Data
PhD Thesis Proposal Defence
Title: "Differential Privacy for Geometric Data"
by
Miss Yuting LIANG
Abstract:
Differential Privacy (DP) is the de facto privacy model for protecting
personal information; it has received extensive attention from the privacy
research community, and many useful tools have been developed. Roughly
speaking, DP requires an algorithm to produce similar outputs on all pairs
of input datasets differing by one record, and does not differentiate based
on the actual distance between the differing records. This requirement is
too strong for data that reside in a metric space with a large (or even
unbounded) diameter. An alternative privacy definition which can be seen as
an extension of DP to metric spaces is known as Geo-Privacy (GP); it offers
a guarantee similar to DP except that it allows the guarantee to be
dependent on the distance between each pair of inputs. However, unlike DP,
GP is much less studied and previous tools for GP privatization had been
limited.
In this thesis, we develop new tools with supporting theory for GP
privatization. We first introduce a generalized definition for Geo-Privacy,
which fully captures standard DP as a special case. Then, we generalize the
Smooth Sensitivity framework for DP to GP equipped with an arbitrary metric.
Next, we present our Concentrated Geo-Privacy (CGP) definition, a closely
related alternative to GP which offers better composability. To verify the
applicability and utility of our frameworks, we discuss several
applications: one-way and two-way threshold functions, Gaussian KDE
estimation, k nearest neighbors and the convex hull query. We provide
theoretical analyses and experimental evaluation to demonstrate improved
utility over the previous basic mechanism for GP privatization.
Date: Tuesday, 21 January 2025
Time: 2:00pm - 4:00pm
Venue: Room 3494
Lifts 25/26
Committee Members: Prof. Ke Yi (Supervisor)
Dr. Dimitris Papadopoulos (Chairperson)
Dr. Sunil Arya
Dr. Sisi Jian (CIVL)