On quantitative convergence to quasi-stationarity

The purpose of this paper is to present a probabilistic proof of the well-known result stating that the time needed by a continuous-time finite birth and death process for going

Finally, in Section 5, we illustrate the stochastic equivalence and the cone invariance approaches by characterizing the set of all absorption time distributions of a

VITESSE DE CONVERGENCE DANS LE THÉORÈME LIMITE CENTRAL POUR CHAÎNES DE MARKOV DE PROBABILITÉ DE TRANSITION QUASI-COMPACTE... LIMITE CENTRAL POUR DES CHAˆ INES DE MARKOV

Remark that, as for weak Poincar´e inequalities, multiplicative forms of the weak logarithmic Sobolev inequality appears first under the name of log-Nash inequality to study the decay

spatiotemporal spike patterns decoding: evidence from spike-train metrics analysis and spiking neural

Présenté dans quatre salles et trois cabinets, le nouvel accrochage du MAH met en évidence la place de la peinture italienne et espagnole dans l’histoire des collections

Logarithmic Sobolev inequality, Entropy, Fisher Information, Transport Distance, Gaussian measures.. The first author was partially supported by NSF

The following proposition shows that the notion of quasi-stationary distri- bution as defined in Definition 1 is not relevant when the killing boundary is moving... Proposition 1 can