Media Summary: Short talks by postdoctoral members Topic: We will give a gentle introduction to PCPs, and discuss some of their parameters. We will focus on the tradeoff between the ... Computer Science/Discrete Mathematics Seminar II Topic: On the NP-hardness of 2-to-2 Games Speaker:

New Forms Of Hypercontractivity Dor Minzer - Detailed Analysis & Overview

Short talks by postdoctoral members Topic: We will give a gentle introduction to PCPs, and discuss some of their parameters. We will focus on the tradeoff between the ... Computer Science/Discrete Mathematics Seminar II Topic: On the NP-hardness of 2-to-2 Games Speaker: A set of permutations $A$ is said to contain a product if there are two permutations in it whose product also lies in $A$; otherwise ... This lecture is part of an online graduate course on modular Frontiers in Geometry and Topology Research Conference (smr 3649) Speaker: Lisa PICCIRILLO (MIT, USA) ...

The classical von Neumann inequality provides a fundamental link between complex analysis and operator theory. It shows that ... There is a property of prime numbers, simple enough to state in a single line,

Photo Gallery

New forms of hypercontractivity - Dor Minzer
Dor Minzer: Alphabet Soundness Tradeoff in PCPs and Global Hypercontractivity
PCPs and Global Hyper-contractivity 1
Dor Minzer - "New sharp thresholds results and applications in extremal combinatorics"
PCPs and Global Hyper-Contractivity 2
Sharp Thresholds and Extremal Combinatorics - Dor Minzer
On the NP-hardness of 2-to-2 Games - Dor Minzer
Dor Minzer (MIT): New bounds on the size of product free sets in the alternating group
TCS+ talk: Dor Minzer
PCPs and Global Hyper-contractivity 3
PCPs and Global Hyper-contractivity 1
Dor Minzer - Invited talk at CCC'19
View Detailed Profile
New forms of hypercontractivity - Dor Minzer

New forms of hypercontractivity - Dor Minzer

Short talks by postdoctoral members Topic:

Dor Minzer: Alphabet Soundness Tradeoff in PCPs and Global Hypercontractivity

Dor Minzer: Alphabet Soundness Tradeoff in PCPs and Global Hypercontractivity

We will give a gentle introduction to PCPs, and discuss some of their parameters. We will focus on the tradeoff between the ...

PCPs and Global Hyper-contractivity 1

PCPs and Global Hyper-contractivity 1

Dor Minzer

Dor Minzer - "New sharp thresholds results and applications in extremal combinatorics"

Dor Minzer - "New sharp thresholds results and applications in extremal combinatorics"

Dor Minzer

PCPs and Global Hyper-Contractivity 2

PCPs and Global Hyper-Contractivity 2

Dor Minzer

Sharp Thresholds and Extremal Combinatorics - Dor Minzer

Sharp Thresholds and Extremal Combinatorics - Dor Minzer

More videos on http://video.ias.edu.

On the NP-hardness of 2-to-2 Games - Dor Minzer

On the NP-hardness of 2-to-2 Games - Dor Minzer

Computer Science/Discrete Mathematics Seminar II Topic: On the NP-hardness of 2-to-2 Games Speaker:

Dor Minzer (MIT): New bounds on the size of product free sets in the alternating group

Dor Minzer (MIT): New bounds on the size of product free sets in the alternating group

A set of permutations $A$ is said to contain a product if there are two permutations in it whose product also lies in $A$; otherwise ...

TCS+ talk: Dor Minzer

TCS+ talk: Dor Minzer

Speaker:

PCPs and Global Hyper-contractivity 3

PCPs and Global Hyper-contractivity 3

Dor Minzer

PCPs and Global Hyper-contractivity 1

PCPs and Global Hyper-contractivity 1

Dor Minzer

Dor Minzer - Invited talk at CCC'19

Dor Minzer - Invited talk at CCC'19

Dor Minzer

Modular forms: Discriminant and E2

Modular forms: Discriminant and E2

This lecture is part of an online graduate course on modular

Four-manifolds with boundary and fundamental group Z

Four-manifolds with boundary and fundamental group Z

Frontiers in Geometry and Topology Research Conference | (smr 3649) Speaker: Lisa PICCIRILLO (MIT, USA) ...

Michael Hartz: von Neumann’s inequality on the polydisc

Michael Hartz: von Neumann’s inequality on the polydisc

The classical von Neumann inequality provides a fundamental link between complex analysis and operator theory. It shows that ...

Only 2 Primes Have This Property. We Don't Know Why.

Only 2 Primes Have This Property. We Don't Know Why.

There is a property of prime numbers, simple enough to state in a single line,