65N38 Dirac operator Large deviations Mixing Mourre theory Entropy production Spectral analysis Analytic elliptic regularity Clustering Blow-up 2010 Mathematics Subject Classification Primaries 81U40 Asymptotic expansion White noise Ginzburg–Landau equation 60F05 Gibbs measure Vacuum polarization Analysis of PDEs mathAP Heat kernel Hartree-Fock model Hartree-Fock-Bogoliubov Quantum transport Exponential mixing Comparison principle Quantum physics Biological neural nets Renormalization Analyse numérique FOS Mathematics Bayesian estimation Central limit theorem Stationary measures Nonequilibrium statistical mechanics Characteristic point Limite thermodynamique Anisotropic Calderón problem Spectral pollution Schrödinger operators Piecewise deterministic Markov processes Scattering problem Semi-classical Invariant measures Maxwell's equations Boundary element method Compactness Boundary integral method Stationary measure Inverse problems Navier-Stokes system 76D05 Spectral theory Fully nonlinear equations Harris recurrence Quantum mechanics 30F30 Pairing Appariement Haar series Navier–Stokes system Coulomb potential Nummelin splitting Wigner-Kirkwood expansion Parametric inference Quantum Electrodynamics Oracle inequalities Occupation measures Gaussian processes AR-ARCH Random Field Scattering theory Electronic structure Random Schrödinger operators Stability Thermodynamic limit Hawkes processes Weak solutions Dirac sea 32A55 Nonlinear wave equation Blow-up set Approximate controllability 35Q30 Finite element method Secondary 58J50 Additive functionals Borel summation Magnetostatic Inverse scattering Inequality constraints Continuous time Markov processes Random data Nonlinear Schrödinger equation Global solutions Markov process Numerical analysis Asymptotic expansions Charge renormalization 35P25 Molecular Hamiltonian Bogoliubov-Dirac-Fock model Burgers equation