Publications

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Teel AR, Grimm G, Zaccarian L.  2008.  The l(2) anti-windup problem for discrete-time linear systems: Definition and solutions. SYSTEMS & CONTROL LETTERS. 57:356-364.
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 A.R, Dullerud G.E, Heemels W.PMH.  2016.  L-2-Gain Analysis for a Class of Hybrid Systems With Applications to Reset and Event-Triggered Control: A Lifting Approach. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 61:2766-2781.
Turk M, Hespanha J, Fragoso V.  2012.  LOCATING BINARY FEATURES FOR KEYPOINT RECOGNITION USING NONCOOPERATIVE GAMES. IEEE International Conference on Image Processing ICIP. :2385-2388.
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Venkateswaran S, Madhow U.  2012.  Localizing Multiple Events Using Times of Arrival: a Parallelized, Hierarchical Approach to the Association Problem. IEEE TRANSACTIONS ON SIGNAL PROCESSING. 60:5464-5477.
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Wilson D, Moehlis J.  2014.  Locally optimal extracellular stimulation for chaotic desynchronization of neural populations. JOURNAL OF COMPUTATIONAL NEUROSCIENCE. 37:243-257.
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Zaccarian L, Grimm G, Teel AR.  2003.  The l(2) anti-windup problem for discrete-time linear systems: definition and solutions. Proceedings of the American Control Conference. :5329-5334.
Zaccarian L, Grimm G, Turner MC, Postlethwaite I, Teel AR.  2001.  Linear matrix inequalities for full and reduced order anti-windup synthesis. Proceedings of the American Control Conference. :4134-4139.
Zaccarian L, Teel AR.  2005.  The L(2) (l(2)) bumpless transfer problem for linear plants: Its definition 'and solution. AUTOMATICA. 41:1273-1280.
Zaccarian L, Nesic D, Teel AR.  2005.  L-2 anti-windup for linear dead-time systems. SYSTEMS & CONTROL LETTERS. 54:1205-1217.
Zaccarian L, Grimm G, Teel AR.  2004.  Linear LMI-based external anti-windup augmentation for stable linear systems. AUTOMATICA. 40:1987-1996.

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