A class of strongly cooperative systems without compactness
A concentration Phenomenon in Mean curvature Flow.
A gradient inequality at infinity for tame functions.
Let f be a C1 function defined over Rn and definable in a given o-minimal structure M expanding the real field. We prove here a gradient-like inequality at infinity in a neighborhood of an asymptotic critical value c. When f is C2 we use this inequality to discuss the trivialization by the gradient flow of f in a neighborhood of a regular asymptotic critical level.
A new approach to the Ricci flow on
A note on the fundamental matrix of variational equations in
The paper is devoted to the question whether some kind of additional information makes it possible to determine the fundamental matrix of variational equations in . An application concerning computation of a derivative of a scalar Poincaré mapping is given.
A projectively natural flow for circle diffeomorphisms.
A rest point free dynamical system on with uniformly bounded trajectories
Absolutely extremal points in minimal flows
Action minimizing invariant measures for positive definite Lagrangian systems.
Asymptotic properties of the Dulac map near a hyperbolic saddle in dimension three
Averaging in dynamical systems and large deviations.