Short Talks by Postdoctoral Members

Resilient functions

A resilient function $f: X^n \to \{0,1\}$, for some set $X$, is such that every subset of coordinates of bounded size has small influence on the function. Such functions have applications in computer science, and are of independent interest of study as well. In this talk, I will motivate resilient functions from an application in distributed computing, present some known results on resilient functions and open directions for future work.

Date & Time

September 20, 2016 | 4:15pm – 4:30pm

Location

S-101

Affiliation

Member, School of Mathematics

Categories