This joint work with B. Huou provides a necessary and sufficient condition for an isoperi- metric inequality on a probability space to hold also (up to a dimension-free constant) for the corresponding product spaces equipped with the uniform distance. This has applications to the study of geometric influences. http://cvgmt.sns.it/seminar/402/
When
Wed Jun 18, 2014 7:30am – 8:30am Coordinated Universal Time
