Bienvenue sur la collection HAL du LMV.

 

Le Laboratoire de Mathématiques de Versailles est une unité mixte de recherche (UMR 8100) CNRS - Université de Versailles Saint-Quentin-en-Yvelines, située sur le campus de l’UFR des Sciences.

 

Il est composé de 4 équipes de recherche :

  • Algèbre et Géométrie
  • Analyse et Équations aux dérivées partielles
  • Probabilités et Statistiques
  • CRYPTO

 

Derniers dépôts

Nombre de documents

312

Nombre de notices

265

Mots clés

Transmission problem Ginzburg–Landau equation Sensitivity analysis Almost periodic function Dirichlet series Tail inference Carleman estimate Empirical process Density estimation Cryptographie Navier–Stokes system Diffusion in a random potential Optimal control Evolution equation Loi forte quadratique Deviation inequality Random matrices Free probability Approximate Riemann solver Empirical processes Finite volume method Martingale Equation de Fokker-Planck Moderate deviations principle Hecke algebras Anisotropy Ergocity Concentration inequality Algorithms Sum rules Stationary sequences Strong approximation Exponential convergence Fluid-structure interaction Modular representations Extreme values Krein-Rutman theorem Strong mixing Calderón projectors Concentration inequalities Invariance principle Extreme value index Resolution of singularities Stability Growth-fragmentation equation Blast actions Unitary ensemble Almost automorphic function Estimation Finite volume schemes Random censoring Blowing up Absolute regularity Modular representations of p-adic reductive groups Matrices aléatoires Positive semigroups Valuations Controllability Bivariate Brownian bridge Spectral measure Shallow-water equations Computer algebra Optimization Canonical moments Almost-sure central limit theorem Martingale method Martingales Polar formalism Collisions Parametric statistics Optimisation Equilibrium measure Dynamical systems of the interval Dissipative PDE's Large deviations Fragmentation Long-time behavior Branching random walk Coupling method Entropy Uncertainty quantification Granular media equation Désingularisation Benchmarking Approximate controllability P-adic Langlands correspondence Code optimisation Cryptography Complexity Probability tilting Inverse problem Occupation measures Zariski Fokker-Planck equation Burgers equation AG Algebraic geometry Empirical Likelihood Wave equation Congruences mod ℓ