Lévy processes in free probability
AUTOR(ES)
Barndorff-Nielsen, Ole E.
FONTE
National Academy of Sciences
RESUMO
This is the continuation of a previous article that studied the relationship between the classes of infinitely divisible probability measures in classical and free probability, respectively, via the Bercovici–Pata bijection. Drawing on the results of the preceding article, the present paper outlines recent developments in the theory of Lévy processes in free probability.
