Speaker: Gordan Zitkovic, UT Austin
Location: Hill 705
Slides: ( TBA )
ABSTRACT
We give sufficient conditions on the driver and the terminal condition of a system of BSDE (Backward Stochastic Differential Equations) so that it admits a global (in time) solution. These conditions are particularly relevant for systems arising from non-zero-sum stochastic differential games, but can also be used to establish existence of a class of stochastic equilibria in incomplete financial markets. Joint work with Hao Xing (LSE).
Event Details
A class of globally solvable systems of BSDE
- Event Date: October 13, 2015
- Event End Date: October 13, 2015
- Event Start Time: 11:45 AM
- Event End Time: 12:45 PM
- Event Location: Hill 705
- Event Type: Mathematical Finance and Probability Seminars