Semilinear equations for non-local operators: beyond the fractional Laplacian

Published 13 Oct 2020 in math.AP and math.PR | (2010.06240v3)

Abstract: We study semilinear problems in general bounded open sets for non-local operators with exterior and boundary conditions. The operators are more general than the fractional Laplacian. We also give results in case of bounded $C^{1,1}$ open sets.

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