Best possible estimates of solutions to the Robin boundary value problem for linear elliptic nondivergence second-order equations in a neighborhood of the conical point
Abstract:We investigate the behavior of strong solutions to the Robin boundary value problem for linear elliptic nondivergence second-order equations in a neighborhood of the boundary conical point. We establish precise exponent of the solution decreasing rate.
We study the behavior near the boundary corner point of strong solutions to the degenerate oblique derivative problem for elliptic second-order equations in a plane domain.
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