Novel Network Flow Control Model on Multi-Team Game Theory

Yang Yue-quan, Cao Zhi-qiang, Tan Min, and Yi Jian-qiang. Fairness and dynamic flow control in both unicast and multicast architecture networks[J].IEEE Transactions on Systems, Man, and CyberneticsPart C: Applications and Reviews.2007, 37(2):206-212[2]Cho Jeong-Woo and Chong Song. Utility max-min flow control using slope-restricted utility functions[J].IEEE Transactions on Communications.2007, 55(5):963-972[3]Abdulla M S and Bhatnagar S. Network flow-control using asynchronous stochastic approximation[C]. Proceedings of the 46th IEEE Conference on Decision and Control, CDC, New Orleans, USA, December, 2008: 5857-5862.[4]Paganini F. A global stability result in network flow control[J].Systems and Control Letters.2002, 46(3):165-172[5]Jin Young-mi and Kesidis G. Charge sensitive and incentive compatible end-to-end window-based control for selfishusers[J].IEEE Journal on Selected Area in Communications.2006, 24(5):952-961[6]Altman E, Basar T, and Srikant R. Nash equilibria for combined flow control and routing in networks: Asymptotic behavior for a large number of users[J].IEEE Transactions on Automatic Control.2002, 47(6):917-930[7]Sahin I and Simaan M A. A flow and routing control policy for communication networks with multiple competitive Users[J].Journal of the Franklin Institute.2006, 343(2):168-180[8]S S Askera. On dynamical multi-team cournot game in exploitation of a renewable resource [J].Chaos, Solitons Fractals.2007, 32(1):264-268[9]Rosen J B. Existence and uniqueness of equilibrium points for concave N-person games[J].Econometrica.1965, 33(3):520-534