ZHANG Shengui. Infinitely many solutions of a class of fractional Kirchhoff equation[J]. Acta Scientiarum Naturalium Universitatis SunYatseni, 2019,58(2):142-147.
ZHANG Shengui. Infinitely many solutions of a class of fractional Kirchhoff equation[J]. Acta Scientiarum Naturalium Universitatis SunYatseni, 2019,58(2):142-147. DOI: 10.13471/j.cnki.acta.snus.2019.02.018.
Dirichlet boundary value problem for Kirchhoff equation with fractional
p(x)-
Laplacian operator is studied. When the nonlinear term is growing superlinearly
some sufficient conditions for the existence of infinitely many high energy solutions are obtained by using the fountain theorem in critical point theory.
关键词
基尔霍夫方程分数阶微分方程p(x)-拉普拉斯算子超线性临界点
Keywords
Kirchhoff equationfractional differential equationp(x)-Laplacian operatorsuperlinearcritical point