Publications

Found 111 results
Author Title [ Type(Asc)] Year
Filters: First Letter Of Title is L  [Clear All Filters]
Journal Article
Gibou F, Ratsch C, Helgadottir A, Papac J.  2013.  A level set approach for diffusion and Stefan-type problems with Robin boundary conditions on quadtree/octree adaptive Cartesian grids. JOURNAL OF COMPUTATIONAL PHYSICS. 233:241-261.
Bertelli L, Gibou F, Manjunath B.S, Chandrasekaran S.  2010.  On the Length and Area Regularization for Multiphase Level Set Segmentation. INTERNATIONAL JOURNAL OF COMPUTER VISION. 90:267-282.
Mineev-Weinstein M., Khavinson D., Putinar M., Teodorescu R..  2010.  LEMNISCATES DO NOT SURVIVE LAPLACIAN GROWTH. MATHEMATICAL RESEARCH LETTERS. 17:335-341.
Sanft K.R, Gillespie D.T, Petzold L.R.  2011.  Legitimacy of the stochastic Michaelis-Menten approximation. IET SYSTEMS BIOLOGY. 5:58-69.
Mezic I.  2009.  Lectures on Mixing and Dynamical Systems. ANALYSIS AND CONTROL OF MIXING WITH AN APPLICATION TO MICRO AND MACRO FLOW PROCESSES. :35-108.
SIMONS S.  1991.  THE LEAST SLOPE OF A CONVEX FUNCTION AND THE MAXIMAL MONOTONICITY OF ITS SUBDIFFERENTIAL. JOURNAL OF OPTIMIZATION THEORY AND APPLICATIONS. 71:127-136.
Simons S.  2006.  LC-FUNCTIONS AND MAXIMAL MONOTONICITY. JOURNAL OF NONLINEAR AND CONVEX ANALYSIS. 7:123-138.
Krintz C, Drawert B, Petzold L, Chohan N, Shams K, Bunch C.  2012.  Language and Runtime Support for Automatic Configuration and Deployment of Scientific Computing Software over Cloud Fabrics. JOURNAL OF GRID COMPUTING. 10:23-46.
Krechetnikov R., Mayer H.C.  2012.  Landau-Levich flow visualization: Revealing the flow topology responsible for the film thickening phenomena. PHYSICS OF FLUIDS. 24
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.
Zaccarian L, Teel AR.  2005.  The L(2) (l(2)) bumpless transfer problem for linear plants: Its definition 'and solution. AUTOMATICA. 41:1273-1280.
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.
Zaccarian L, Nesic D, Teel AR.  2005.  L-2 anti-windup for linear dead-time systems. SYSTEMS & CONTROL LETTERS. 54:1205-1217.
Malaterre PO, Khammash M.  2003.  l(1) controller design for a high-order 5-pool irrigation canal system. JOURNAL OF DYNAMIC SYSTEMS MEASUREMENT AND CONTROL-TRANSACTIONS OF THE ASME. 125:639-645.
Conference Paper
Teel AR, Saglam COguz, Byl K.  2014.  Lyapunov-based versus Poincare Map Analysis of the Rimless Wheel. :1514-1520.
Bamieh B, Jovanovic MR.  2003.  Lyapunov-based state-feedback distributed control of systems on lattices. Proceedings of the American Control Conference. :101-106.
Nesic D., Teel A.R.  2008.  A Lyapunov-based small-gain theorem for hybrid ISS systems. IEEE Conference on Decision and Control. :3380-3385.
Bamieh B, Jovanovic MR.  2003.  Lyapunov-based output-feedback distributed control of systems on lattices. :1333-1338.
Bamieh B, Grivopoulos S.  2003.  Lyapunov-based control of quantum systems. :434-438.
SHEVITZ D, PADEN B.  1993.  LYAPUNOV STABILITY THEORY OF NONSMOOTH SYSTEMS. :416-421.
Teel AR.  2000.  Lyapunov methods in nonsmooth optimization, Part II: persistently exciting finite differences. IEEE Conference on Decision and Control. :118-123.
Teel AR.  2000.  Lyapunov methods in nonsmooth optimization, Part I: Quasi-Newton algorithms for Lipschitz, regular functions. IEEE CONFERENCE ON DECISION AND CONTROL - PROCEEDINGS. :110-117.
Nesic D., Teel A.R.  2011.  Lyapunov functions for L-2 and input-to-state stability in a class of quantized control systems. :4542-4547.
Bazanella AS, Kokotovic PV, Silva ASE.  1997.  Lyapunov design of excitation control for synchronous machines. IEEE CONFERENCE ON DECISION AND CONTROL - PROCEEDINGS. :211-216.
Teel AR, Goebel R.  2008.  Lyapunov characterization of Zeno behavior in hybrid systems. IEEE Conference on Decision and Control. :2752-2757.

Pages