Publications

Found 2855 results
[ Author(Asc)] Title Type Year
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Teel AR, Nesic D, Wang W.  2012.  Input-to-state stability for a class of hybrid dynamical systems via averaging. MATHEMATICS OF CONTROL SIGNALS AND SYSTEMS. 23:223-256.
Teel AR, Hespanha JP, Subbaraman A.  2014.  A Converse Lyapunov Theorem and Robustness for Asymptotic Stability in Probability. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 59:2426-2441.
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, Sanfelice RG, Goebel R.  2008.  Generalized solutions to hybrid dynamical systems. ESAIM-CONTROL OPTIMISATION AND CALCULUS OF VARIATIONS. 14:699-724.
Teel AR, Wodarz D, Zurakowski R.  2004.  Utilizing alternate target cells in treating HIV infection through scheduled treatment interruptions. Proceedings of the American Control Conference. :946-951.
Teel AR, Poveda JI, Nesic D.  2015.  Flexible Nash Seeking Using Stochastic Difference Inclusions. Proceedings of the American Control Conference. :2236-2241.
Teel AR, Possieri C.  2017.  Structural Properties of a Class of Linear Hybrid Systems and Output Feedback Stabilization. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 62:2704-2719.
Teel AR, Jayawardhana B, Ryan EP.  2010.  Bounded-Energy-Input Convergent-State Property of Dissipative Nonlinear Systems: An iISS Approach. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 55:159-164.
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, Galeani S, Zaccarian L.  2007.  Constructive nonlinear anti-windup design for exponentially unstable linear plants. SYSTEMS & CONTROL LETTERS. 56:357-365.
Teel AR, Zaccarian L.  2006.  On "uniformity" in definitions of global asymptotic stability for time-varying nonlinear systems. AUTOMATICA. 42:2219-2222.
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 A.R, Dullerud G.E, Heemels W.PMH.  2015.  A lifting approach to L-2-gain analysis of periodic event-triggered and switching sampled-data control systems. :4176-4182.
Teel AR, Donkers M.CF(Tij, Heemels W.PMH(.  2013.  Periodic Event-Triggered Control for Linear Systems. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 58:847-861.
Teel AR, Jayawardhana B, Ryan EP.  2007.  iISS gain of dissipative systems. IEEE Conference on Decision and Control. :3532-+.
Teel AR, Mayhew CG.  2013.  Synergistic Hybrid Feedback for Global Rigid-Body Attitude Tracking on SO(3). IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 58:2730-2742.
Teel AR.  2000.  Lyapunov methods in nonsmooth optimization, Part II: persistently exciting finite differences. IEEE Conference on Decision and Control. :118-123.
Teel AR, Mayhew CG, Sanfelice RG.  2011.  Further results on synergistic Lyapunov functions and hybrid feedback design through backstepping. :7428-7433.
Teel AR, Liu J.  2012.  Generalized Solutions to Hybrid Systems with Delays. IEEE Conference on Decision and Control. :6169-6174.
Teel AR, Nesic D, Zaccarian L.  2008.  On necessary and sufficient conditions for exponential and L-2 stability of planar reset systems. Proceedings of the American Control Conference. :4140-+.
Teel AR, Hespanha JP.  2015.  Stochastic hybrid systems: a modeling and stability theory tutorial. :3116-3136.

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