We consider the initial boundary value problem for a mixed pseudo-parabolic p-Laplacian
type equation with logarithmic nonlinearity. Constructing a family of potential wells and using …

In this paper, the p‐Laplacian hyperbolic type equation with logarithmic nonlinearity and
weak damping term are considered, where the global existence of solutions by using the …

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 …

The present research paper is related to the analytical studies of p‐Laplacian heat
equations with respect to logarithmic nonlinearity in the source terms, where by using an …

In this paper, we consider an initial-boundary value problem for a thin-film equation, with the
nonlocal source| u| q−⨍ Ω| u| qdx in a bounded domain. Due to the comparison principle …

In this paper, a nonlinear viscoelastic Kirchhoff equation in a bounded domain with a time‐
varying delay term and logarithmic nonlinearity in the weakly nonlinear internal feedback is …

The main goal of this work is to study the initial boundary value problem of a nonlocal heat
equations with logarithmic nonlinearity in a bounded domain. By using the logarithmic …

In this paper, we consider a thin-film equation with nonlocal source, which was studied by
Qu and Zhou (2016)[11], where the authors derived the conditions for global existence, blow …

The authors of this paper study some singular phenomena (blowing-up or vanishing in finite
time) of solutions to the initial homogeneous $\hbox {Neumann} $ problem of a nonlinear …

This paper is devoted to study a class of p-biharmonic parabolic equation with nonlocal
source in a bounded domain. Under appropriate conditions, we get the results on blowup …