activity
20092025
most citedStability of parallel queueing systems with coupled service rates

62 citations · 175 across the 40 of their papers we have counts for

collaborators
Showing math.PRShow all

25 papers · 1 filter

math.PR2025

On the instability of local learning algorithms: Q-learning can fail in infinite state spaces

Urtzi Ayesta, Sergey Foss, Matthieu Jonckheere +1

We investigate the challenges of applying model-free reinforcement learning algorithms, like online Q-learning, to infinite state space Markov Decision Processes (MDPs). We first i…

math.PR2024

Decision-Epoch Matters: Unveiling its Impact on the Stability of Scheduling with Randomly Varying Connectivity

Nahuel Soprano-Loto, Urtzi Ayesta, Matthieu Jonckheere +1

A classical queuing theory result states that in a parallel-queue single-server model, the maximum stability region does not depend on the scheduling decision epochs, and in partic…

math.PR2023

Online matching for the multiclass stochastic block model

Nahuel Soprano-Loto, Matthieu Jonckheere, Pascal Moyal

We consider the problem of sequential matching in a stochastic block model with several classes of nodes and generic compatibility constraints. When the probabilities of connection…

math.PR2021

Persistence in a large network of locally interacting neurons

Maximiliano Altamirano, Roberto Cortez, Matthieu Jonckheere +1

This article presents a biological neural network model driven by inhomogeneous Poisson processes accounting for the intrinsic randomness of synapses. The main novelty is the intro…

math.PR2020

Generalized max-weight policies in stochastic matching

Matthieu Jonckheere, Pascal Moyal, Claudia Ramírez +1

We consider a matching system where items arrive one by one at each node of a compatibility network according to Poisson processes and depart from it as soon as they are matched to…

math.PR2020

Sequential Algorithms and Independent Sets Discovering on Large Sparse Random Graphs

Paola Bermolen, Matthieu Jonckheere, Federico Larroca +1

Computing the size of maximum independent sets is a NP-hard problem for fixed graphs. Characterizing and designing efficient algorithms to estimate this independence number for ran…