activity
20152017
most citedHeavy Hitters and the Structure of Local Privacy

5 citations · 8 across the 4 of their papers we have counts for

collaborators

6 papers

cs.DS20175 cited

Heavy Hitters and the Structure of Local Privacy

Mark Bun, Jelani Nelson, Uri Stemmer

We present a new locally differentially private algorithm for the heavy hitters problem which achieves optimal worst-case error as a function of all standardly considered parameter…

cs.CC2017

A Nearly Optimal Lower Bound on the Approximate Degree of AC

Mark Bun, Justin Thaler

The approximate degree of a Boolean function is the least degree of a real polynomial that approximates pointwise to error at most…

cs.CR2016

Concentrated Differential Privacy: Simplifications, Extensions, and Lower Bounds

Mark Bun, Thomas Steinke

"Concentrated differential privacy" was recently introduced by Dwork and Rothblum as a relaxation of differential privacy, which permits sharper analyses of many privacy-preserving…

cs.CR2016

Make Up Your Mind: The Price of Online Queries in Differential Privacy

Mark Bun, Thomas Steinke, Jonathan Ullman

We consider the problem of answering queries about a sensitive dataset subject to differential privacy. The queries may be chosen adversarially from a larger set Q of allowable que…

cs.CR2015

Order-Revealing Encryption and the Hardness of Private Learning

Mark Bun, Mark Zhandry

An order-revealing encryption scheme gives a public procedure by which two ciphertexts can be compared to reveal the ordering of their underlying plaintexts. We show how to use ord…

cs.CC20153 cited

Dual Polynomials for Collision and Element Distinctness

Mark Bun, Justin Thaler

The approximate degree of a Boolean function is the minimum degree of a real polynomial that approximates to within error in the $\ell_\inf…