Uniqueness of almost periodic solution of an epidemic SIS model with variable coefficient;

Global asymptotic stability of almost periodic solutions for a predator-prey system;

Existence and uniqueness of almost periodic solutions to the retarded Liénard equation;

The existence and exponentially asymptotic stability of almost periodic solutions of higher dimensional nonautonomous system;

Existence and Attractivity of Almost Periodic Solutions for a Class of Cellular Neural Networks;

Periodic Solutions、Almost Periodic Solutions and Global Exponential Stability for Cellular Neural Networks with Delays;

The existence of uniqueness of periodic solution and almost periodic solution under some conditions were proved.

As we all know, one of the most fundamental and important problems in integral equation theory is the research on the properties of solutions to integral equations, including existence of almost periodic type solutions for some systems with theoretical and applied significance.

Using fixed point theorems, in this paper we give sufficient conditions of the existence of bounded mild pseudo almost periodic solution for some semilinear differential equations.

In this paper,we study the pseudo almost periodic solution of the forced pendulum equation with the definition of pseudo almost periodic functions and the Banach contraction mapping principle.

We present existence theorem for pseudo almost periodic solutions with piecewise constant argument by means of unique decomposite character and for pseudo almost periodic sequence solutions of relevent difference equations.