• Click on the titles of individual talks for abstract, slides and archived video.

All events take place in the Calvin Lab Auditorium.

–
Coffee and Check-In
–
Opening Remarks
–
A Structure Theorem for Boolean Functions with Small Total Influences

Hamed Hatami (McGill University)
Video
–
Break
–
On Mimicking Rademacher Sums

Krzysztof Oleszkiewicz (University of Warsaw)
Video
–
Break
–
Lunch Break
–
Maximal Inequalities on the Hypercube

Alexandra Kolla (UC Santa Cruz)
Video
–
Break
–
Variants of Parseval's Formula and the Grothendieck Inequality

Ron Blei (University of Connecticut)
Video
–
Break
–
On Correlation Inequalities for Monotone Subsets of the Discrete Cube

Nathan Keller, Bar-Ilan University
–
Coffee and Check-In
–
Concentration Inequalites in Learning with Kernels

Devdatt Dubhashi, Chalmers University of Technology
Video
–
Break
–
Concentration Inequalities for Non-Lipschitz Functions

Paweł Wolff, University of Warsaw
Video
–
Break
–
Concentration of Lipschitz Functionals of Determinantal and Other Strong Rayleigh Measures

Yuval Peres, Microsoft Research Redmond
Video
–
Lunch Break
–
On the Suprema of Bernoulli Processes

Rafał Latała, University of Warsaw
Video
–
Break
–
Spectral Gap of a Kinetically Constrained Spin Model on Trees: Power Law Scaling at Criticality

Cyrille Roberto, Université Paris Ouest
Video
–
Break
–
Open Problem Session
–
Coffee and Check-In
–
Discrete Ricci Curvature via Convexity of the Entropy

Jan Maas, University of Bonn
Video
–
Break
–
Displacement Convexity of Entropy on Graphs

Prasad Tetali (CMU)
Video
–
Break
–
On Graph Spectra and Small Set Expansion

Prasad Raghavendra (UC Berkeley)
Video
–
Lunch Break
–
Two Generalizations of Cheeger's Inequality

Luca Trevisan (Bocconi University)
Video
–
Break
–
On Hyperboundedness and Spectrum of Markov Operators

Laurent Miclo, University of Toulouse
Video
–
Reception
–
Coffee and Check-In
–
A Removal Lemma for Kneser Graphs and Product Graphs

Ehud Friedgut, Weizmann Institute
Video
–
Break
–
Approximations of Submodular, XOS and Self-Bounding Functions by Juntas

Jan Vondrák, IBM Almaden
Video
–
Break
–
Noise Stability and Central Limit Theorem for Random Effective Resistance

Raphaël Rossignol, University of Grenoble
Video
–
Lunch Break
–
Strong Noise Sensitivity and Random Graphs

Jeffrey Steif, Chalmers University of Technology
Video
–
Break
–
Majority is Stablest for Dependent Variables

Joe Neeman (University of Texas, Austin)
Video
–
Coffee and Check-In
–
A Two-Sided Estimate for the Gaussian Noise Stability Deficit

Ronen Eldan, Microsoft Research
Video
–
Break
–
Reversing Hypercontractivity

Elchanan Mossel (Massachusetts Institute of Technology)
Video
–
Break
–
Influences in Gaussian Space

Arnab Sen, University of Minnesota
Video