By Eitan Altman, Tamer Başar, Naira Hovakimyan (auth.), Jerzy A. Filar, Vladimir Gaitsgory, Koichi Mizukami (eds.)
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Extra info for Advances in Dynamic Games and Applications
And P. Bernhard. HOO-Optimal Control and Relaxed Minimax Design Problems: A Dynamic Game Approach. , 1995). -C. End-to-End Delay and Loss Behavior in the Internet. Proceedings ofthe ACM Sigcomm '93, pp. 289-298, San Francisco, CA, Sept. 1993. -C. and A. U. Shankar. Analysis of a Fluid Approximation to Flow Control Dynamics. Proceedings ofthe IEEE INFOCOM '92, Florence, Italy, pp. 2398-2407, May 1992.  Bonomi, F. and K. W. Fendick. The Rate-Base Flow Control Framework for the Available Bit Rate ATM Service.
Noise ss. atten. tr. atten. Sim. \ Gauss. \ sin Gauss. 67 \ 100 \ Gauss. 2 \ \ sin Gauss. 57 sin Gauss. \ sin Gauss. 60 1 \ Gauss. Gauss. 28 \ \ Gauss. Gauss. 2 Gauss. \ Gauss. 89),4 Gauss. \ Gauss. 07 Gauss. 1 Gauss. \ Gauss. Gauss. 4\ \ Unif. Unif. 66 I Unif.. 2 \ Unif. 1 Unif. Unif. \ Unif. Unif. 51 Unif. Unif. 18 Unif. Unif. \ 24 the control. ) In Table 2 we illustrate the effect of delay on steady-state attenuation. We chose for all simulations b = 10 and g = 1. 7 Conclusions Drawn from the Simulations As expected, the curves below indicate that smaller values of b and g result in low jitter.
Newman. Integration of Rate and Credit Schemes for ATM Flow Control. IEEE Network, pp. 49-56, March/April 1995. Boo Output Feedback Control Problems for Bilinear Systems Seigo Sasaki Department of Electrical Engineering National Defense Academy Yokosuka, Kanagawa 239-8686, Japan Kenko Uchida Department of Electrical and Computer Engineering Waseda University Shinjuku, Tokyo 169, Japan Abstract In this paper, we consider Hoo output feedback control problems for bilinear systems, and present a design example of artifical rubber muscle actuator control system.
Advances in Dynamic Games and Applications by Eitan Altman, Tamer Başar, Naira Hovakimyan (auth.), Jerzy A. Filar, Vladimir Gaitsgory, Koichi Mizukami (eds.)