supported by the National Natural Science Foundation of China (10901140, 11171090);ZJNSFC (Y6100029, Y6100696, Y6110195)
In this paper we discuss the existence and global attractivity of k-almost automorphic sequence solution of a model of cellular neural networks. We consider the corresponding difference equation analogue of the model ...
This work was supported by the Foundation of Hunan Provincial Education Department(04C613, 03C009, 05A057).
In this paper, a class of two-dimensional shunting inhibitory cellular neural networks with distributed delays and variable coefficients system dxij/dt=-αij(t)xij-∑↑ckl∈Nr(i,j)cij^kl(t)fkl(∫0^+∞pkl(s)...
This work was supported by the Foundation for University Key Teacher by the Ministry of Education of Hunan.
This paper is to study the existence and attractivity of almost periodic solution for Hopfield-Type delay cellular neural networks(HDCNNs) with variable coefficientsby combining the theory of the exponential dichotomy...
We establish sufficient conditions for the existence and global attractivity of the nonnegativeperiodic solution of an integro-differential equation which can be taken as a generalization of amodel in describing the d...
Project supported by the National Natural Science Foundation of China.
1 Introduction We want to investigate the following boundary value problem:where m>1, n>1, p≥1 and m>p. As for a, the following properties will be assumed: (A.1) a(r)∈C^1 ([0, ∞)) and a(r)>0 for any r∈...