This work is concerned with the periodic solution of a doubly degenerate Allen-Cahn
equation with nonlocal terms associated with Neumann boundary conditions. Firstly, we …

This work is concerned with the periodic solution of a p-Laplacian Allen-Cahn equation with
nonlocal terms associated with Neumann boundary conditions. Namely, the topological …

The aim of this paper is to obtain a set of traveling wave solutions for klein–Gorden equation
with kerr law non-linearity. More precisely, we apply a new path of popularized …

The authors of this manuscript have worked to investigate the existence of the time periodic
weak solution Quasi-linear Chafee-Infante Equation with periodic initial conditions and …

This work is devoted to studying the periodic solutions to a quasi-linear parabolic Allen-
Cahn equation with non-local terms associated with Neumann boundary conditions. We use …

In this paper we consider the time-periodic Allen-Cahn equation subject to homogeneous
boundary value condition and time-periodic condition. For the case of a smooth bounded …

Throughout this manuscript, we show time periodic solutions to a linear diffusion parabolic
equation with Diriclet condition. Based on the topological degree theorem, we prove a time …

In this article, we study the periodic solution for a class of doubly degenerate parabolic
equation with nonlocal terms and Neumann boundary conditions. By using the theory of …

This paper deals with the equation−∆ pu+ a (x)| u| p− 2u= f (x, u) in bounded domain Ω∈
RN. Relying on Browder theorem, under conditions of the monotonous function f. We …