Incentive Stackelberg Strategies for LPV Systems

Abstract

Incentive Stackelberg strategy for linear parameter varying (LPV) systems with multiple decision makers is investigated. The linear quadratic control (LQC) for the LPV systems are reformulated by means of matrix inequalities. In order to decide the strategy set of multiple decision makers, Pareto optimal strategy is applied for each player. The solvability conditions of the problem are established from linear matrix inequalities (LMIs).