Global attractor and finite dimensionally for a class of dissipative equations of BBM's type.
Global attractor of a differentiable autonomous system on the plane
We study the structure of a differentiable autonomous system on the plane with non-positive divergence outside a bounded set. It is shown that under certain conditions such a system has a global attractor. The main result here can be seen as an improvement of the results of Olech and Meisters in [7,9] concerning the global asymptotic stability conjecture of Markus and Yamabe and the Jacobian Conjecture.
Global stability of dynamic systems of high order.
Global theory of ordinary linear homogeneous differential equations in the real domain - II.
Group Actions on Strongly Monotone Dynamical Systems.
Group analysis methods for construction and investigation of the bifurcation equation
Group cohomology and the singularities of the Selberg zeta function associated to a Kleinian group.
Groupoïde d'homotopie d'un feuilletage Riemannien et réalisation symplectique de certaines variétés de Poisson.
The purpose of this paper is to prove the existence of a symplectic realization for a large class of regular Poisson manifolds with Riemannian two dimensional characteristic foliation. To do so, we will show that the homotopy groupoid of a Riemannian foliation is locally trivial.
Gyration numbers for involutions of subshifts of finite type II.
Gyration numbers for involutions of subshifts of finite type I.