V-monotone independence in noncommutative probability

Quand : 16 juin 2026 à 09:50

Où : Johnson (1R3 - 1st floor)

Organisé par : Institut Henri Poincaré

We introduce and study V-monotone independence, which can be considered as a combination of two twin models of independence, monotone independence and antimonotone independence, into one model. We investigate the combinatorics of mixed moments of V-monotone independent random variables and prove the central and Poisson limit theorem. We obtain a combinatorial formula for the limit moments and we f