带有p-Laplace算子的分数阶边值问题的特征区间
EIGENVALUE INTERVALS FOR FRACTIONAL BOUNDARY VALUE PROBLEMS WITH THE p-LAPLACIAN OPERATOR

本文研究了一类带有p-Laplace算子的分数阶微分方程两点边值问题.利用锥上的不动点定理,得到了这类边值问题的特征区间,推广了整数阶边值问题情形的结论.
In this paper,we study a two-point boundary value problem of fractional differential equations with the p-Laplacian operator.By using a fixed-point theorem on cones,we establish eigenvalue intervals of the problem,which generalizes the conclusions in the case of integer-order boundary value problems