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20012024
most citedValidity of heavy traffic steady-state approximations in generalized Jackson Networks

153 citations · 1k across the 72 of their papers we have counts for

collaborators

80 papers

math.PR2024

Hardness of sampling solutions from the Symmetric Binary Perceptron

Ahmed El Alaoui, David Gamarnik

We show that two related classes of algorithms, stable algorithms and Boolean circuits with bounded depth, cannot produce an approximate sample from the uniform measure over the se…

cs.CC2023

Sharp Thresholds Imply Circuit Lower Bounds: from random 2-SAT to Planted Clique

David Gamarnik, Elchanan Mossel, Ilias Zadik

We show that sharp thresholds for Boolean functions directly imply average-case circuit lower bounds. More formally we show that any Boolean function exhibiting a sharp enough thre…

math.PR2023★ 1 cited

Shattering in the Ising Pure -Spin Model

David Gamarnik, Aukosh Jagannath, Eren C. Kızıldağ

We study the Ising pure -spin model for large . We investigate the landscape of the Hamiltonian of this model. We show that for any and any large enough , the model…

cs.LG2023

Barriers for the performance of graph neural networks (GNN) in discrete random structures. A comment on~\cite{schuetz2022combinatorial},\cite{angelini2023modern},\cite{schuetz2023reply}

David Gamarnik

Recently graph neural network (GNN) based algorithms were proposed to solve a variety of combinatorial optimization problems, including Maximum Cut problem, Maximum Independent Set…

math.PR2023★ 1 cited

Maximally-stable Local Optima in Random Graphs and Spin Glasses: Phase Transitions and Universality

Yatin Dandi, David Gamarnik, Lenka Zdeborová

We consider -stable local optima of Ising spin glass models, defined as spin configurations such that for nearly all of the spins, flipping their values results in increasing en…

quant-ph2023★ 4 cited

Combinatorial NLTS From the Overlap Gap Property

Eric R. Anschuetz, David Gamarnik, Bobak Kiani

In an important recent development, Anshu, Breuckmann, and Nirkhe [ABN22] resolved positively the so-called No Low-Energy Trivial State (NLTS) conjecture by Freedman and Hastings.…