Summary

The purpose of this minicourse is to introduce new approaches to, and applications of, some classical topics in stochastic differential geometry. Our primary example is a recently discovered unity between the construction of Brownian motion on Riemannian manifolds and the Nash embedding theorems.

We will introduce both the analytic and probabilistic approaches to critical exponent phenomena in these theorems, along with simplified models and scientific applications.

Registration deadline: March 14

Website: https://eventos.math.cinvestav.mx/int_geo_pro

More information:

saraiht@im.unam.mx, laura@sigma.iimas.unam.mx,

carlos.pacheco@cinvestav.mx

March 24 and 25 at Instituto de Matemáticas, UNAM

March 26 and 27 at Departamento de Matemáticas, CINVESTAV

Organizing Committee:

Laura Eslava (IIMAS-UNAM)

Saraí Hernández Torres (IM-UNAM)

Carlos G. Pacheco (CINVESTAV)