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Boundary Properties of Minimal Harmonic Functions
1976
Proceedings of the American Mathematical Society
Preserved Fulltext
Certain elements of the boundary dependence of minimal harmonic functions in Euclidean domains are considered. For a given minimal harmonic function A on a domain Í2, sets on the boundary of Q or (relative) neighborhoods of such sets are sought wherein the behavior of h determines h in all of ti. The set of determining singletons on the boundary is shown to be connected.
doi:10.2307/2041140
fatcat:x4cvy5twfzbulpfpm2r3d7n6je