A second order Poincare inequality for Poisson processes with some applications to stochastic geometry

A second order Poincare inequality for Poisson processes with some applications to stochastic geometry

Probability Seminar
Oct 7, 2015, 03:10 PM - 04:00 PM | 344 Evans Hall | Happening As Scheduled
Gunter Last, Karlsruhe Institute of Technology
A second order Poincare inequality for Poisson processes with some applications to stochastic geometry Guenter Last Karlsruhe Institute of Technology The Boolean model of stochastic geometry and continuum percolation is a random closed set that is obtained as the union of random compact sets (grains), whose centres and (shifted) shapes are forming an independently marked homogeneous...