6533b854fe1ef96bd12ae068

RESEARCH PRODUCT

Infinitely many solutions for p-Laplacian equation involving double critical terms and boundary geometry

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description

Let $1p^{2}+p,a(0)>0$ and $\Omega$ satisfies some geometry conditions if $0\in\partial\Omega$, say, all the principle curvatures of $\partial\Omega$ at $0$ are negative, then the above problem has infinitely many solutions.