Poisson formula for a family of non-commutative Lobachevsky spaces
arXiv:math/0302146
Abstract
We define an analog of the Poisson integral formula for a family of the non-commutative Lobachevsky spaces. The -Fourier transform of the Poisson kernel is expressed through the -Bessel-Macdonald function.
LateX, 15 pages, Contribution in the Fridrich Karpelevich memorial volume