Global Attractor Of A Two-Dimensional Chemotaxis-Haptotaxis Model

In this thesis,we study the chemotaxis-haptotaxis model with the following initial(?)boundary conditions Here,Ω is a bounded domain with the smooth boundary in R~2,n is the outer unit normal vector on the boundary,and the coefficients in the model γ,χ,ξ,μ,α are normal numbers.First,we use the existence theorem of local solutions of abstract equations in a given function space,to prove the existence and uniqueness of local solutions.Further,we obtain the existence of global solutions by establishing some prior estimates.Finally,we obtain the existence of global attractors.