AbstractA priori bounds are determined for certain energy expressions for a class of semi-linear parabolic and hyperbolic initial-boundary value problems when a combination of the values of the solution initially and at a later time is prescribed
AbstractThe process of semi-discretization and waveform relaxation are applied to general nonlinear ...
AbstractIn this paper we show that a nonlinear boundary-value problem describing Blasius viscous flo...
The L_{\infty}-estimates of the second derivatives for solutions of the parabolic free boundary ...
AbstractIn the present paper we consider the Dirichlet problem for quasilinear nonuniformly paraboli...
AbstractIn this paper the derivatives of the solution of an initial boundary value problem for a non...
AbstractThe ill-posed parabolic equation backward in time{ut+Au=0,0<t<T,‖u(T)−f‖⩽ϵ subject to the co...
AbstractThe aim of this work is to study the behaviour of solutions of the initial boundary problem ...
The paper studies some ill-posed boundary value problems on semi-plane for parabolic equations with ...
AbstractIn “On the continuity of the time derivative of the solution to the parabolic obstacle probl...
AbstractIn this paper, we study a three-point boundary value problem with an integral two-space-vari...
AbstractWe consider some initial-boundary value problems for the linear and nonlinear heat equation ...
We establish two-sided Gaussian bounds for fundamental solutions of general non-divergence form para...
This paper gives a survey over the existence of uniform L∞ a priori bounds for positive solutions of...
AbstractWe study the limit as ɛ goes to 0+ of the sequence (uɛ)ɛ>0 of solutions to the Dirichlet pro...
AbstractWe investigate the existence of solutions for advanced differential equations with nonlinear...
AbstractThe process of semi-discretization and waveform relaxation are applied to general nonlinear ...
AbstractIn this paper we show that a nonlinear boundary-value problem describing Blasius viscous flo...
The L_{\infty}-estimates of the second derivatives for solutions of the parabolic free boundary ...
AbstractIn the present paper we consider the Dirichlet problem for quasilinear nonuniformly paraboli...
AbstractIn this paper the derivatives of the solution of an initial boundary value problem for a non...
AbstractThe ill-posed parabolic equation backward in time{ut+Au=0,0<t<T,‖u(T)−f‖⩽ϵ subject to the co...
AbstractThe aim of this work is to study the behaviour of solutions of the initial boundary problem ...
The paper studies some ill-posed boundary value problems on semi-plane for parabolic equations with ...
AbstractIn “On the continuity of the time derivative of the solution to the parabolic obstacle probl...
AbstractIn this paper, we study a three-point boundary value problem with an integral two-space-vari...
AbstractWe consider some initial-boundary value problems for the linear and nonlinear heat equation ...
We establish two-sided Gaussian bounds for fundamental solutions of general non-divergence form para...
This paper gives a survey over the existence of uniform L∞ a priori bounds for positive solutions of...
AbstractWe study the limit as ɛ goes to 0+ of the sequence (uɛ)ɛ>0 of solutions to the Dirichlet pro...
AbstractWe investigate the existence of solutions for advanced differential equations with nonlinear...
AbstractThe process of semi-discretization and waveform relaxation are applied to general nonlinear ...
AbstractIn this paper we show that a nonlinear boundary-value problem describing Blasius viscous flo...
The L_{\infty}-estimates of the second derivatives for solutions of the parabolic free boundary ...
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