activity
20042019
most citedBenefits and Pitfalls of the Exponential Mechanism with Applications to Hilbert Spaces and Functional PCA

10 citations · 10 across the 2 of their papers we have counts for

collaborators

6 papers

math.ST2019

Differentially Private Inference for Binomial Data

Jordan Awan, Aleksandra Slavkovic

We derive uniformly most powerful (UMP) tests for simple and one-sided hypotheses for a population proportion within the framework of Differential Privacy (DP), optimizing finite s…

cs.CR201910 cited

Benefits and Pitfalls of the Exponential Mechanism with Applications to Hilbert Spaces and Functional PCA

Jordan Awan, Ana Kenney, Matthew Reimherr +1

The exponential mechanism is a fundamental tool of Differential Privacy (DP) due to its strong privacy guarantees and flexibility. We study its extension to settings with summaries…

stat.ME2018

pMSE Mechanism: Differentially Private Synthetic Data with Maximal Distributional Similarity

Joshua Snoke, Aleksandra Slavković

We propose a method for the release of differentially private synthetic datasets. In many contexts, data contain sensitive values which cannot be released in their original form in…

math.ST2018

Differentially Private Uniformly Most Powerful Tests for Binomial Data

Jordan Awan, Aleksandra Slavkovic

We derive uniformly most powerful (UMP) tests for simple and one-sided hypotheses for a population proportion within the framework of Differential Privacy (DP), optimizing finite s…

stat.ME2017

Providing Accurate Models across Private Partitioned Data: Secure Maximum Likelihood Estimation

Joshua Snoke, Timothy R. Brick, Aleksandra Slavkovic +1

This paper focuses on the privacy paradigm of providing access to researchers to remotely carry out analyses on sensitive data stored behind firewalls. We address the situation whe…

math.AG2004

The space of compatible full conditionals is a unimodular toric variety

Aleksandra B Slavkovic, Seth Sullivant

The set of all m-tuples of compatible full conditional distributions on discrete random variables is an algebraic set whose defining ideal is a unimodular toric ideal. We identify…