Found 2855 results
[ Author(Asc)] Title Type Year
A B C D E F G H I J K L M N O P Q R S T U V W X Y Z 
Terragni F., Bonilla L.L, Birnir B., Carretero M..  2016.  Soliton driven angiogenesis. SCIENTIFIC REPORTS. 6
Tegling E, Bamieh B, Gayme DF.  2015.  The Price of Synchrony: Evaluating the Resistive Losses in Synchronizing Power Networks. IEEE TRANSACTIONS ON CONTROL OF NETWORK SYSTEMS. 2:254-266.
Teel AR, Sanfelice RG, Goebel R.  2008.  Generalized solutions to hybrid dynamical systems. ESAIM-CONTROL OPTIMISATION AND CALCULUS OF VARIATIONS. 14:699-724.
Teel AR, Poveda JI, Nesic D.  2015.  Flexible Nash Seeking Using Stochastic Difference Inclusions. Proceedings of the American Control Conference. :2236-2241.
Teel AR, S. Tuna E.  2005.  Regulating discrete-time homogeneous systems under arbitrary switching. IEEE CONFERENCE ON DECISION AND CONTROL - PROCEEDINGS. :2586-2591.
Teel AR, Dai D, Zaccarian L, Hu T.  2009.  Output feedback design for saturated linear plants using deadzone loops. AUTOMATICA. 45:2917-2924.
Teel AR, Sanfelice RG, S. Tuna E, Messina MJ.  2006.  Robust hybrid controllers for continuous-time systems with applications to obstacle avoidance and regulation to disconnected set of points. Proceedings of the American Control Conference. 1-12:3352-3357.
Teel AR.  2010.  Asymptotic stability for hybrid systems via decomposition, dissipativity, and detectability. IEEE Conference on Decision and Control. :7419-7424.
Teel AR, Gielen RH, Lazar M.  2012.  Input-to-state stability analysis for interconnected difference equations with delay. MATHEMATICS OF CONTROL SIGNALS AND SYSTEMS. 24:33-54.
Teel AR, Zaccarian L.  2006.  On "uniformity" in definitions of global asymptotic stability for time-varying nonlinear systems. AUTOMATICA. 42:2219-2222.
Teel AR.  2004.  Discrete time receding horizon optimal control: Is the stability robust? OPTIMAL CONTROL, STABILIZATON AND NONSMOOTH ANALYSIS. 301:3-27.
Teel AR, Cantoni M, Weyer E, Li Y, Zaccarian L.  2007.  Anti-windup for marginally stable plants and its application to open water channel control systems. CONTROL ENGINEERING PRACTICE. 15:261-272.
Teel AR, Hu T, Zaccarian L, Massimetti M.  2009.  Linear discrete-time global and regional anti-windup: an LMI approach. INTERNATIONAL JOURNAL OF CONTROL. 82:2179-2192.
Teel AR, Cai C, Goebel R.  2008.  Smooth Lyapunov functions for hybrid systems part II: (Pre)asymptotically stable compact sets. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 53:734-748.
Teel AR, S. Tuna E.  2006.  Homogeneous hybrid systems and a converse Lyapunov theorem. IEEE Conference on Decision and Control. :6235-6240.
Teel AR, Nesic D, Wang W.  2012.  Averaging in singularly perturbed hybrid systems with hybrid boundary layer systems. IEEE Conference on Decision and Control. :6855-6860.
Teel AR, Goebel R.  2010.  Preasymptotic Stability and Homogeneous Approximations of Hybrid Dynamical Systems. SIAM REVIEW. 52:87-109.
Teel AR, Forni F.  2010.  Stability for a class of homogeneous hybrid systems by annular Lyapunov analysis. IEEE Conference on Decision and Control. :3289-3294.
Teel AR, Sanfelice RG.  2006.  Lyapunov analysis of sample-and-hold hybrid feedbacks. IEEE Conference on Decision and Control. :4879-4884.
Teel AR, Rios H.  2016.  A Hybrid Observer for Fixed-Time State Estimation of Linear Systems. IEEE Conference on Decision and Control. :5408-5413.
Teel AR, Nesic D, Zaccarian L.  2011.  Analytical and numerical Lyapunov functions for SISO linear control systems with first-order reset elements. INTERNATIONAL JOURNAL OF ROBUST AND NONLINEAR CONTROL. 21:1134-1158.
Teel AR, Possieri C.  2016.  LQ Optimal Control for a Class of Hybrid Systems. IEEE Conference on Decision and Control. :604-609.
Teel AR.  2000.  Lyapunov methods in nonsmooth optimization, Part II: persistently exciting finite differences. IEEE Conference on Decision and Control. :118-123.
Teel AR, Zurakowski R.  2003.  Enhancing immune response to HIV infection using MPC-based treatment scheduling. PROCEEDINGS OF THE AMERICAN CONTROL CONFERENCE. :1182-1187.
Teel AR, Saglam COguz, Byl K.  2014.  Lyapunov-based versus Poincare Map Analysis of the Rimless Wheel. :1514-1520.