output
20022024
most citedNonlinear collective effects in photon-photon and photon-plasma interactions

1k citations

Showing 2024Show all

8 papers · 1 filter

math.AP2024

One-dimensional inelastic Boltzmann equation: Stability and uniqueness of self-similar -profiles for moderately hard potentials

R. Alonso, V. Bagland, J. A. Cañizo +2

We prove the stability of self-similar profiles under the hard-to-Maxwell potential limit for the one-dimensional inelastic Boltzmann equation with moderately hard potentia…

math.CO2024

A lattice framework for generalizing shellable complexes and matroids

Rakhi Pratihar, Tovohery H. Randrianarisoa, Klara Stokes

We introduce the notion of power lattices that unifies and extends the equicardinal geometric lattices, Cartesian products of subspace lattices, and multiset subset lattices, among…

cs.SE2024

Verificarlo CI: continuous integration for numerical optimization and debugging

Aurélien Delval, François Coppens, Eric Petit +2

Floating-point accuracy is an important concern when developing numerical simulations or other compute-intensive codes. Tracking the introduction of numerical regression is often d…

stat.ME20243 cited

Rejoinder on "Marked spatial point processes: current state and extensions to point processes on linear networks"

Matthias Eckardt, Mehdi Moradi

We are grateful to all discussants for their invaluable comments, suggestions, questions, and contributions to our article. We have attentively reviewed all discussions with keen i…

cs.RO2024

Behavior Trees in Industrial Applications: A Case Study in Underground Explosive Charging

Mattias Hallen, Matteo Iovino, Shiva Sander-Tavallaey +1

In industrial applications Finite State Machines (FSMs) are often used to implement decision making policies for autonomous systems. In recent years, the use of Behavior Trees (BT)…

math.CO2024

Homotopy type of shellable -complexes and their homology groups

Sudhir R. Ghorpade, Rakhi Pratihar, Tovohery H. Randrianarisoa +2

The theory of shellable simplicial complexes brings together combinatorics, algebra, and topology in a remarkable way. Initially introduced by Alder for -simplicial complexes, r…