In this paper, we consider the initial boundary value problem for a class of thin-film
equations in R n with a p-Laplace term and a nonlocal source term| u| q− 2 u− 1| Ω|∫ Ω| u …

We construct a compact difference scheme for two-dimensional time-fractional nonlinear
fourth-order diffusion equation with time delay. By choosing the second-order spatial …

This paper deals with a fourth-order parabolic equation with/without p-Laplician and general
nonlinearity modeling epitaxial growth. By using the variational structure of the problem and …

This paper deals with a class of initial-boundary value problems for nonlinear fourth order
parabolic systems with time dependent coefficients in a bounded domain $\Omega\subset …

A class of fourth order parabolic equation is studied in this paper. Some related blow-up
results are obtained by applying the potential well theory, the concavity method and a series …

In this paper we study a initial-boundary value problem for 4th order hyperbolic equations
with weak and strong damping terms and superlinear source term. For blow-up solutions a …

This paper deals with the initial boundary value problem for a metaparabolic equations with
time dependent coefficient. Under suitable conditions on initial data, a blow-up criterion …

The author deals with a semi-linear edge-degenerate parabolic equation, and proves that
the solution increases exponentially under the initial energy J (u 0)≤ d, where d is the …

This paper is devoted to the initial and boundary value problems for a class of nonlinear
metaparabolic equations ut− β uxx− kuxxt+ γ uxxxx= fuxx. At low initial energy level (J (u0)< …

In this paper, we consider a fourth order parabolic equation with heat source function and
homogeneous boundary conditions. We establish some sufficient conditions to guarantee …