Add to ORKGIn this article, we study the regularity of solutions for a sixth-order parabolic equation. Based on the Schauder type estimates and Campanato spaces, we prove the existence of classical global solutions
Abstract. The global-in-time existence of weak nonnegative solutions to a sixth-order nonlinear para...
We are interested in the thin-film equation with zero-contact angle and quadratic mobility, modeling...
We consider non-homogeneous degenerate and singular parabolic equations of the p-Laplacian type and ...
In this thesis we study the continuum model for some classes of fourth order nonlinear parabolic equ...
In this thesis we study the continuum model for some classes of fourth order nonlinear parabolic equ...
We consider an initial-boundary problem for a sixth-order thin film equation, which arises in the i...
We study the instability of the traveling waves of a sixth-order parabolic equation which arises nat...
We study a sixth order Cahn--Hilliard type equation that arises as a model for the faceting of a gro...
The main part of this paper is devoted to establishing existence and uniqueness results for a class ...
The main part of this paper is devoted to establishing existence and uniqueness results for a class ...
ABSTRACT. We consider a partial differential equation that arises in the coarse-grained description ...
AbstractWe study the continuum model for epitaxial thin film growth from Phys. D 132 (1999) 520–542,...
\begin{section}*{\it Abstract. } We study existence and regularity of solutions for nonlinear parabo...
First, a regularity property for global solutions of some superlinear parabolic problems is establis...
In this article, the author studies the qualitative properties of weak solutions for a sixth‐order t...
Abstract. The global-in-time existence of weak nonnegative solutions to a sixth-order nonlinear para...
We are interested in the thin-film equation with zero-contact angle and quadratic mobility, modeling...
We consider non-homogeneous degenerate and singular parabolic equations of the p-Laplacian type and ...
In this thesis we study the continuum model for some classes of fourth order nonlinear parabolic equ...
In this thesis we study the continuum model for some classes of fourth order nonlinear parabolic equ...
We consider an initial-boundary problem for a sixth-order thin film equation, which arises in the i...
We study the instability of the traveling waves of a sixth-order parabolic equation which arises nat...
We study a sixth order Cahn--Hilliard type equation that arises as a model for the faceting of a gro...
The main part of this paper is devoted to establishing existence and uniqueness results for a class ...
The main part of this paper is devoted to establishing existence and uniqueness results for a class ...
ABSTRACT. We consider a partial differential equation that arises in the coarse-grained description ...
AbstractWe study the continuum model for epitaxial thin film growth from Phys. D 132 (1999) 520–542,...
\begin{section}*{\it Abstract. } We study existence and regularity of solutions for nonlinear parabo...
First, a regularity property for global solutions of some superlinear parabolic problems is establis...
In this article, the author studies the qualitative properties of weak solutions for a sixth‐order t...
Abstract. The global-in-time existence of weak nonnegative solutions to a sixth-order nonlinear para...
We are interested in the thin-film equation with zero-contact angle and quadratic mobility, modeling...
We consider non-homogeneous degenerate and singular parabolic equations of the p-Laplacian type and ...