Robin boundary conditions for the Laplacian on metric graph completions

Published 8 Dec 2021 in math.SP and math.AP | (2112.04578v1)

Abstract: A generalization of Robin boundary conditions leading to self-adjoint operators is developed for the second derivative operator on metric graphs with compact completion and totally disconnected boundary. Harmonic functions and their properties play an essential role.

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Authors (1)

Robert Carlson

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