AbstractIn the present paper we establish some evolution inequalities related to Sobolev type evolution equations. The inequalities established here can be used to study the uniqueness and asymptotic growth of solutions of the corresponding evolution inequalities in a Hilbert space
We prove uniqueness for continuity equations in Hilbert spaces H. The corresponding drift F is assum...
The evolution equation [u_ = \Delta_pu] , posed on a Riemannian manifold, is studied in the singular...
The thesis deals with so-called evolutionary equations, a class of abstract linear operator equation...
AbstractIn this paper, we study, by means of a modification of the weighted energy method, the quest...
An abstract evolution equation in Hilbert spaces with Hölder continuous drift is considered. By proc...
While the choice of a norm in the space where an evolution problem is posed is ineffective as far as...
We prove pathwise (hence strong) uniqueness of solutions to stochastic evolution equations in Hilber...
AbstractWe prove the global existence (in time) for any solution of an abstract semilinear evolution...
AbstractA criterion for the nonexplosion of solutions to semilinear evolution equations on Banach sp...
AbstractAn abstract evolution equation in Hilbert spaces is considered. In the deterministic case, i...
summary:We establish the existence of solutions for evolution equations in Hilbert spaces with anti-...
AbstractIn this paper, we study the questions of uniqueness and continuous dependence on the initial...
In this article, we study a class of evolution variational inequalities with p(x,t)-growth conditio...
Key words: evolution differential equation, solution existence time, scale of Hilbert spaces, nonlin...
Abstract. In this paper, we discuss a class of quasilinear evolution variational inequalities with v...
We prove uniqueness for continuity equations in Hilbert spaces H. The corresponding drift F is assum...
The evolution equation [u_ = \Delta_pu] , posed on a Riemannian manifold, is studied in the singular...
The thesis deals with so-called evolutionary equations, a class of abstract linear operator equation...
AbstractIn this paper, we study, by means of a modification of the weighted energy method, the quest...
An abstract evolution equation in Hilbert spaces with Hölder continuous drift is considered. By proc...
While the choice of a norm in the space where an evolution problem is posed is ineffective as far as...
We prove pathwise (hence strong) uniqueness of solutions to stochastic evolution equations in Hilber...
AbstractWe prove the global existence (in time) for any solution of an abstract semilinear evolution...
AbstractA criterion for the nonexplosion of solutions to semilinear evolution equations on Banach sp...
AbstractAn abstract evolution equation in Hilbert spaces is considered. In the deterministic case, i...
summary:We establish the existence of solutions for evolution equations in Hilbert spaces with anti-...
AbstractIn this paper, we study the questions of uniqueness and continuous dependence on the initial...
In this article, we study a class of evolution variational inequalities with p(x,t)-growth conditio...
Key words: evolution differential equation, solution existence time, scale of Hilbert spaces, nonlin...
Abstract. In this paper, we discuss a class of quasilinear evolution variational inequalities with v...
We prove uniqueness for continuity equations in Hilbert spaces H. The corresponding drift F is assum...
The evolution equation [u_ = \Delta_pu] , posed on a Riemannian manifold, is studied in the singular...
The thesis deals with so-called evolutionary equations, a class of abstract linear operator equation...
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