Géométrie, Analyse et Dynamique

Mapping-tori Differential Galois theory 40G10 Nash-Moser scheme A priori estimates Mapping-torus Slow-fast control systems Reversible Hopf-bifurcation Combination theorem Bifurcation theory Rolls Normal forms Conformal invariance Hyperbolic and relatively hyperbolic groups Nombre chromatique Ramanujan summation Euler-Poinsot rigid body motion Averaging Petites valeurs propres Chromatic number Nonlinear Convexity Minimizing diffeomorphism Multiplicity of eigenvalues Convection Mean curvature C-Hessian positivity Bifurcation Geometric group theory CR geometry Bénard-Rayleigh convection Nonlinear elliptic equations Semi-flows Stability Solitary waves with polynomial decay Gromov-hyperbolicity Heat Free group automorphisms Stabilization Bell polynomials 35C20 Spectre de Steklov Infinite dimensional reversible dynamical systems Control Observability Migraine Orbital stability C-potential Normal form Spectral theory Hull of holomorphy Optimal control Output feedback Ricci curvature Monge problem Spectrum Localized state 2-complexes Quasipattern Non radial Pinching results Positive curvature Normal forms with essential spectrum Free groups Branched surfaces CR singularity Small eigenvalues Local analytic geometry Blow-up Nonlinear water waves Gevrey series AMS 35B32 Heteroclinic cycle Relative hyperbolicity SR-geometry EXTREMALS Minimum time Reilly inequality Dynamical systems Homoclinic orbits Multiplicité de valeurs propres Laplacian Reversible mapping Hypersurfaces Bifurcations Linearization 52C23 Soliton Small divisors Integrability Controllability Optimal transport Numerical continuation Purcell swimmer Domain walls Ground state Steklov eigenvalues Quasipatterns Resonances Pattern formation Water waves