Generalizing The Sharp Threshold Phenomenon For The Distributed Complexity Of The Lovász Local Lemma

Generalizing the Sharp Threshold Phenomenon for the Distributed Complexity of the Lovász Local Lemma

Heng Guo (University of Edinburgh), A Markov chain approach towards the sampling Lovász local lemma

Round the World Relay in Combinatorics

PODC 2021 — Session 5 Talk 5 — The Randomized Local Computation Complexity of the Lovász Local Lemma

Association for Computing Machinery (ACM)

Abel Prize Laureates - László Lovász - Graph limits meet Markov chains

Centrum Wiskunde & Informatica

Adam Polak - The Story Of Explainable Clustering | ML in PL 23

Session 10B - Sharp Threshold Results for Computational Complexity

Association for Computing Machinery (ACM)

László Lovász (Eotvos University, Budapest), Orthogonal representations and graph limits

Round the World Relay in Combinatorics

Understanding the Time Complexity of an Algorithm

Andras Gilyen: On preparing ground states of gapped Hamiltonians

Microsoft Research

Threshold Phenomena in Combinatorics

Simons Institute

Session 7A - Fast Sampling and Counting k-SAT Solutions in the Local Lemma Regime

Association for Computing Machinery (ACM)

What is generic? - László Lovász

Institute for Advanced Study

A classic counterexample -- the line with 2 origins

Fractals and Scaling: Log-normal distributions

Complexity Explorer

The Mathematical Challenge of Large Networks - László Lovász

Institute for Advanced Study

Weiterführende Vorlesung Distributed Graph Algorithms von Sebastian Brandt

Saarland Informatics Campus