In this paper we study the structure of the global attractor for a multivalued semiflow
generated by weak solutions of a reaction-diffusion equation in which uniqueness of the …

We investigate additional regularity properties of all globally defined weak solutions, their
global and trajectory attractors for classes of semi-linear parabolic differential inclusions with …

In an abstract form, the evolutional nonlinear system is a mathematical model that describes
how physical, chemical, biological, economic, or even mathematical phenomena evolve in …

In this note we examine the long-time behavior of state functions for a climate energy
balance model (Budyko Model) in the strongest topologies of the phase and the extended …

In this chapter we consider sufficient conditions for the existence of uniform compact global
attractor for non-autonomous dynamical systems in special classes of infinite-dimensional …

We study the long time behavior of state functions for a climate energy balance model (so-
called Budyko Model). Existence and properties of weak solutions, and existence of …

In this paper we investigate additional regularity properties for global and trajectory
attractors of all globally defined weak solutions of semi-linear parabolic differential reaction …

Qualitative analysis of the solutions behavior for the Budyko–Sellers energy balance climate
model, considered on the Riemannian manifold without boundary is carried out. The global …

We looked at the recent state-of-the-art investigations in the area of attitude control to
propose a new three-axis detumbling and pointing strategy. The outcomes, organized along …

In this paper we study the issues of global solvability and existence of global attractors for
differential inclusion of parabolic type in the phase space of continuous functions with-norm …