FRE Special Seminar Series: Goran Peskir
This event is free, but registration is required for those who do not have an NYU ID.
Goran Peskir
University of Alabama and University of Manchester
Title
The Dubins constants for Walsh's spider process
Abstract
A long-standing open problem of L. E. Dubins seeks to determine the maximal expected range of Walsh's spider process on n edges per root of the expected stopping time. The solution is known for n=1 (1988) and n=2 (2009). In this talk I will present the solution for n>=3.
Bio
Goran Peskir is the Endowed Shelby Distinguished Professor of Operations Management at the University of Alabama (USA) and the Chair in Probability at the University of Manchester (UK). His research interests include Brownian motion, stochastic calculus, Markov processes, optimal stopping, optimal stochastic control, free boundary problems, financial mathematics, and economics.