Nonlinear Strategies in Symmetrical Two-person Scalar Linear-Quadratic Games

Watch a 56-minute webinar from GERAD Research Center's Dynamic Games and Applications seminar series featuring Pierre Bernhard from Centre INRIA, Université Côte d'Azur, who explores nonlinear strategies in symmetrical two-person scalar LQ differential games. Delve into the analysis of Tsutsui and Mino's 1990 article and Rowat's 2007 work, examining their proofs and claims about perfect equilibrium. Learn about parameter values that yield specific results in a generalized model, with particular focus on explicit derivations of piecewise linear strategies. Gain clarity on common misconceptions in the field while understanding the mathematical foundations of these game-theoretical approaches.