bmt-independence: combining notions of independence

Abstract: In this talk we will present a framework where monotonic, Boolean and (classical) tensor independence can coexist. In a sense, we generalize Wysoczańsky’s bm- independence by allowing the tensor case to be included and removing the restriction of having a partial order of the algebras. This is a work in progress with Saúl Mendoza Jacobo.

mathematical physicscombinatoricsprobabilitystatistics theory

Audience: researchers in the topic

Abu Dhabi Stochastics Seminar