13 citations · 29 across the 8 of their papers we have counts for
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Brownian motion on treebolic space: positive harmonic functions
Alexander Bendikov, Laurent Saloff-Coste, Maura Salvatori +1
Treebolic space HT(q,p) is a key example of a strip complex in the sense of Bendikov, Saloff-Coste, Salvatori, and Woess [Adv. Math. 226 (2011), 992-1055]. It is an analog of the S…
Brownian motion on treebolic space: escape to infinity
Alexander Bendikov, Laurent Saloff-Coste, Maura Salvatori +1
Treebolic space is an analog of the Sol geometry, namely, it is the horocylic product of the hyperbolic upper half plane H and the homogeneous tree T with degree p+1 > 2, the latte…
Brownian motion and Harmonic functions on Sol(p,q)
Sara Brofferio, Maura Salvatori, Wolfgang Woess
The Lie group Sol(p,q) is the semidirect product induced by the action of the real numbers R on the plane R^2 which is given by (x,y) --> (exp{p z} x, exp{-q z} y), where z is in R…
The heat semigroup and Brownian motion on strip complexes
Alexander Bendikov, Laurent Saloff-Coste, Maura Salvatori +1
We introduce the notion of strip complex. A strip complex is a special type of complex obtained by gluing "strips" along their natural boundaries according to a given graph structu…