Starting with the computation of the appropriate Poisson kernels, we review, complement, and compare results on drifted Laplace operators in two different contexts: homogeneous trees and the hyperbolic half-plane.
POISSON KERNELS OF DRIFTED LAPLACE OPERATORS ON TREES AND ON THE HALF-PLANE / CASADIO TARABUSI, Enrico; FIGA' TALAMANCA, Alessandro. - In: COLLOQUIUM MATHEMATICUM. - ISSN 0010-1354. - STAMPA. - 118:1(2010), pp. 147-159. [10.4064/cm118-1-7]
POISSON KERNELS OF DRIFTED LAPLACE OPERATORS ON TREES AND ON THE HALF-PLANE
CASADIO TARABUSI, Enrico;FIGA' TALAMANCA, Alessandro
2010
Abstract
Starting with the computation of the appropriate Poisson kernels, we review, complement, and compare results on drifted Laplace operators in two different contexts: homogeneous trees and the hyperbolic half-plane.File allegati a questo prodotto
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