output
20142026
most citedFinite-Size Scaling of a First-Order Dynamical Phase Transition: Adaptive Population Dynamics and an Effective Model

84 citations

Showing 2020Show all

16 papers · 1 filter

stat.AP20201 cited

Clustering high dimensional meteorological scenarios: results and performance index

Yamila Barrera, Leonardo Boechi, Matthieu Jonckheere +5

The Reseau de Transport d'Electricité (RTE) is the French main electricity network operational manager and dedicates large number of resources and efforts towards understanding cli…

math.PR2020

The diameter of the minimum spanning tree of the complete graph with inhomogeneous random weights

Othmane Safsafi

We study a new type of random minimum spanning trees. It is built on the complete graph where each vertex is given a weight, which is a positive real number. Then, each edge is giv…

math.PR2020

Probabilistic representation of integration by parts formulae for some stochastic volatility models with unbounded drift

Junchao Chen, Noufel Frikha, Houzhi Li

In this paper, we establish a probabilistic representation as well as some integration by parts formulae for the marginal law at a given time maturity of some stochastic volatility…

physics.flu-dyn20202 cited

Coherent interferometric imaging in a random flow

Etienne Gay, Luc Bonnet, Christophe Peyret +2

This paper is concerned with the development of imaging methods to localize sources or reflectors in inhomogeneous moving media with acoustic waves that have travelled through them…

cs.LG2020

Robustness of Community Detection to Random Geometric Perturbations

Sandrine Peche, Vianney Perchet

We consider the stochastic block model where connection between vertices is perturbed by some latent (and unobserved) random geometric graph. The objective is to prove that spectra…

math.CV20202 cited

Topological and geometric hyperbolicity criteria for polynomial automorphisms of C^2

Eric Bedford, Romain Dujardin

We prove that uniform hyperbolicity is invariant under topological conjugacy for dissipative polynomial automorphisms of C^2. Along the way we also show that a sufficient condition…