TCS+ talk: Wednesday, February 14th — Dor Minzer, Tel-Aviv University
The next TCS+ talk will take place this coming Wednesday, February 14th at 1:00 PM Eastern Time (10:00 AM Pacific Time, 19:00 Central European Time, 18:00 UTC). Dor Minzer from Tel-Aviv University will speak about “2-to-2 Games via expansion on the Grassmann Graph” (abstract below).
Please make sure you reserve a spot for your group to join us live by signing up on the online form. As usual, for more information about the TCS+ online seminar series and the upcoming talks, or to suggest a possible topic or speaker, please see the website.
Abstract: A fundamental goal in the theory of PCPs asks whether a special type of PCP, namely 2-to-2 Games, exists. This is a variant of Khot’s well-known Unique Games conjecture.
In this talk we will discuss a recent line of study establishing the 2-to-2 games conjecture, albeit with imperfect completeness.
At the heart of the approach lies an object called the Grassmann Graph, and a certain linearity test on it.
This leads to the study of edge expansion in this graph, and in particular, the study of (small) sets of vertices in the Grassmann Graph, whose edge expansion is bounded away from 1.
Based on joint works with Irit Dinur, Subhash Khot, Guy Kindler and Muli Safra