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POSITIVE EIGENFUNCTIONS OF THE LAPLACIAN AND CONFORMAL DENSITIES ON HOMOGENEOUS TREES
Published online by Cambridge University Press: 01 June 1997
Abstract
In this paper, we study some asymptotic aspects of the positive eigenfunctions of the combinatorial Laplacian associated to a homogeneous tree. The results are inspired by results of Dennis Sullivan concerning λ-harmonic functions on the hyperbolic spaces ℍn and contained in the paper [9].
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- The London Mathematical Society 1997
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