Fecha: Martes 5 de mayo, 2026
Hora: 16:15 hrs
Expositor: Pablo Araya
Título: Domain Markov Property in Random Geometry
Resumen: The Markov property appears in various areas of probability theory and is key to understanding the behavior of a wide range of temporal processes (Markov decision processes, Brownian motion, Markov chains, martingales, etc.). In this talk, I aim to show that this notion can be extended to processes whose domain is no longer one-dimensional but d-dimensional, and to present several objects that exhibit this spatial Markov property, together with some of the challenges that arise in the study of random geometry.
– Modalidad híbrida (Zoom):
https://uchile.zoom.us/j/92113402208?pwd=C1pTKayJtHsYWRMzPb4gEtgTWgL1fj.1