It is known that the spectral type of the almost Mathieu operator depends in a fundamental way on both the strength of the coupling constant and the arithme
In this talk,we deal with Aronszajn-type topological structure of the solution sets for Cauchy problems of nonlinear evolution inclusions.The underlying fea
This paper establishes a systematic frame work for the theory of linear quaternion-valued differential equations(QDEs),which can be applied to quantum mecha
In this paper,we study the p-Laplacian with integrable potentials on an interval under the Dirichlet boundary conditions.Based on the strong continuity and
In this paper we consider a kind of spruce-budworm system with memory effects.On the basis of geometric singular perturbation theory,the transition of the s
Recently a discrete-time prey-predator model with Holling type II was discussed for its bifurcations so as to show its complicated dynamical properties.Simu
We study the existence of SRB measures and their properties for infinite dimensional dynamical systems in a Hilbert space.We show several results including(