Media Summary: Arghya Mondal (Chennai Mathematical Institute) The first explicit example of a family of Computer Science/Discrete Mathematics Seminar I Topic: Paths and cycles in Uncover the groundbreaking contributions of Grigory

The Margulis Expanders - Detailed Analysis & Overview

Arghya Mondal (Chennai Mathematical Institute) The first explicit example of a family of Computer Science/Discrete Mathematics Seminar I Topic: Paths and cycles in Uncover the groundbreaking contributions of Grigory Nati Linial, Hebrew University of Jerusalem A probabilistically checkable proof (PCP) is a special format for writing proofs that is very robust. In this format, a proof of a false ...

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The Margulis expanders
A higher dimensional analog of Margulis' construction of expanders
6th HLF – Lecture: Gregory Margulis
Expander Graph Constructions || @ CMU || Lecture 16d of CS Theory Toolkit
Gregory Margulis - The Abel Prize interview 2020
Lecture 9: Margulis-Gabber-Galil explicit construction of expanders
Expander Graphs (full lecture) || @ CMU || Lecture 16 of CS Theory Toolkit
Paths and cycles in expanders - Michael Krivelevich
Monotone Expanders - Constructions and Applications - Zeev Dvir
1938 - PRESENT | Grigory Margulis | Architect of Superrigidity Theory
What are High-Dimensional Expanders?
Expanders - Lecture 01 - Part 3
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The Margulis expanders

The Margulis expanders

The first explicit

A higher dimensional analog of Margulis' construction of expanders

A higher dimensional analog of Margulis' construction of expanders

Arghya Mondal (Chennai Mathematical Institute) The first explicit example of a family of

6th HLF – Lecture: Gregory Margulis

6th HLF – Lecture: Gregory Margulis

Gregory

Expander Graph Constructions || @ CMU || Lecture 16d of CS Theory Toolkit

Expander Graph Constructions || @ CMU || Lecture 16d of CS Theory Toolkit

An overview of some explicit

Gregory Margulis - The Abel Prize interview 2020

Gregory Margulis - The Abel Prize interview 2020

00:00 congratulations to Gregory

Lecture 9: Margulis-Gabber-Galil explicit construction of expanders

Lecture 9: Margulis-Gabber-Galil explicit construction of expanders

Claim uh that

Expander Graphs (full lecture) || @ CMU || Lecture 16 of CS Theory Toolkit

Expander Graphs (full lecture) || @ CMU || Lecture 16 of CS Theory Toolkit

Expander

Paths and cycles in expanders - Michael Krivelevich

Paths and cycles in expanders - Michael Krivelevich

Computer Science/Discrete Mathematics Seminar I Topic: Paths and cycles in

Monotone Expanders - Constructions and Applications - Zeev Dvir

Monotone Expanders - Constructions and Applications - Zeev Dvir

Monotone

1938 - PRESENT | Grigory Margulis | Architect of Superrigidity Theory

1938 - PRESENT | Grigory Margulis | Architect of Superrigidity Theory

Uncover the groundbreaking contributions of Grigory

What are High-Dimensional Expanders?

What are High-Dimensional Expanders?

Nati Linial, Hebrew University of Jerusalem https://simons.berkeley.edu/talks/nati-linial-02-02-2017

Expanders - Lecture 01 - Part 3

Expanders - Lecture 01 - Part 3

We discuss properties of

PCPs and Expander Graphs

PCPs and Expander Graphs

A probabilistically checkable proof (PCP) is a special format for writing proofs that is very robust. In this format, a proof of a false ...