We consider the problem of uniform long-time behavior of all globally defined weak
solutions of a non-autonomous reaction–diffusion system with Carathéodory's nonlinearity …

We investigate additional regularity properties of all globally defined weak solutions, their
global and trajectory attractors for a class of autonomous differential inclusion with upper …

A method is proposed to prove the global attractor existence for multivalued semiflows with
weak continuity properties. An application to the reaction–diffusion problems with …

In this paper, we provide the stability analysis for an evolutionary variational-hemivariational
inequality in the reflexive Banach space, whose data including the constraint set are …

In this paper we study the structural properties of global attractors of multi-valued semiflows
generated by regular solutions of reaction-diffusion system without uniqueness of the …

In this note we provide sufficient conditions for the existence of a Lyapunov function for a
class of parabolic feedback control problems. The results are applied to the long-time …

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 …

Прогнозування актуарних процесів за допомогою узагальнених лінійних моделей/ПІ
Бідюк, СВ Трухан//Наукові вісті Національного технічного університету України" …

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 …