A system involving fractional Hardy-Schrödinger operators and critical Hardy-Sobolev exponents
2021
We study a system involving fractional Hardy-Schrodinger operators and critical Hardy-Sobolev exponents. Under appropriate conditions, the existence and correlation results of ground state solutions to this system are obtained. To overcome the lack of compactness, we consider a proper approximate problem with subcritical nonlinear terms defined in a bounded domain. Moreover, a compact embedding result for the approximate problem is proved.
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