NONLINEAR INCENTIVE STRATEGIES WITH MULTIPLE NONCOOPERATIVE FOLLOWERS
C Zhang · 1994
This paper deals with two level static incentive problems wherein multi-followers play Nash noncooperative game under the leader's strategy by using the prope,-rty of invariant convex function. We prove that quasi--incentive strategy and weak--incentive strategy exist when follower's indicator functions belongs to some kind of ninvariant convex functions. A new nonlinear quasi-incentive strategy and nonlinearweak--incentive strategies with quadratic characteristics are given. Numerical examplesare also given to illustrate the results of this paper.