【摘要】 建立了一类分数阶Schrdinger-Possion方程组的Pohozaev等式,利用临界点理论的方法,把一类分数阶Schrdinger-Possion方程组问题转化为具有非线性Neumann边值条件的椭圆方程组的问题,从而改进了经典的半线性情形的相应结论.更多还原

【Abstract】 The Pohozaev type identity for the system of fractional Schrdinger-Possion type was studied. By the critical point theory,a kind of fractional Schrdinger-Possion equations problem was transformed to the problem of elliptic equations with nonlinear Neumann boundary conditions. The results improved the corresponding ones for the classical semilinear case.更多还原