利用一维P-Biharmonic方程在Navier边值条件下特征值问题的相关结果,Leray-Schauder度理论以及标准分支定理讨论了一维P-Biharmonic方程在Navier边值条件下非零解的存在性问题.
This paper uses the relative results of the nonlinear eigenvalue problem for the p-Biharmonic equation with the Navier boundary condition in one dimension, LeraySchauder degree theory and the standard global bifurcation theory to discuss the existence of the nontrivial solution for the p-Biharmonic equation in one dimension.