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Examples involving the geometric form of level curves of harmonic functions

机译:Examples involving the geometric form of level curves of harmonic functions

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AbstractIn thex‐yplane, we give, for example, a Jordan curve Γ containing exactly one local maximum and one local minimum in they‐direction, such that some level curve of the capacity potential in the exterior complement of Γ has at leastnlocal maxima andnlocal minima in they‐direction,nbeing any prescribed

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