摘要
We use the topological degree method to deal with the generalized Sturm Liouville boundary value problem (BVP) for second order mixed type functional differential equation (t)=f(t,x t, t), 0tT. Existence principle and theorem for solutions of the BVP are obtained.
We use the topological degree method to deal with the generalized Sturm Liouville boundary value problem (BVP) for second order mixed type functional differential equation (t)=f(t,x t, t), 0tT. Existence principle and theorem for solutions of the BVP are obtained.
