Publications

Found 2855 results
[ Author(Asc)] Title Type Year
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Suri S, A Abbadi E, Agrawal D.  2005.  Attribute-based access to distributed data over P2P networks. DATABASES IN NETWORKED INFORMATION SYSTEMS, PROCEEDINGS. 3433:244-263.
Suri S, Cagley R, Kumar R, Madhow U, Singh J.  2007.  Tracking multiple targets-using binary-proximity sensors. :529-538.
Suri S, Cagley R, Kumar R, Madhow U, Singh J.  2011.  Multiple-Target Tracking With Binary Proximity Sensors. ACM TRANSACTIONS ON SENSOR NETWORKS. 8
Sur J, PADEN B.  1997.  Observers for linear systems with quantized outputs. PROCEEDINGS OF THE AMERICAN CONTROL CONFERENCE. :3012-3016.
Sumengen B, Manjunath B.S, Fedorov D.  2006.  Multi-focus imaging using local focus estimation and mosaicking. IEEE International Conference on Image Processing ICIP. :2093-+.
Sullivan K, Nayak J, Bertelli L, Solanki K, Manjunath B.S, Chandrasekaran S.  2010.  Hierarchical scene understanding exploiting automatically derived contextual data. Proceedings of SPIE. 7697
Subbotin MV, Kokotovic PV, Dacic DB.  2004.  Path-following for a class of nonlinear systems with unstable zero dynamics. IEEE Conference on Decision and Control. :4915-4920.
Subbaraman A, Teel AR.  2016.  On the equivalence between global recurrence and the existence of a smooth Lyapunov function for hybrid systems. SYSTEMS & CONTROL LETTERS. 88:54-61.
Subbaraman A., Teel A.R, Hartman M..  2013.  A stochastic hybrid algorithm for robust global almost sure synchronization on the circle: all-to-all communication. IEEE Conference on Decision and Control. :600-605.
Subbaraman A., Teel A.R.  2014.  A Krasovskii-LaSalle function based recurrence principle for a class of stochastic hybrid systems. :2310-2315.
Subbaraman A, Teel AR.  2013.  A converse Lyapunov theorem for strong global recurrence. AUTOMATICA. 49:2963-2974.
Subbaraman A, Teel AR.  2013.  A Matrosov theorem for strong global recurrence. AUTOMATICA. 49:3390-3395.
Subbaraman A, Teel AR, Grammatico S.  2013.  Discrete-time stochastic control systems: A continuous Lyapunov function implies robustness to strictly causal perturbations. AUTOMATICA. 49:2939-2952.
Subbaraman A, Teel AR.  2016.  Recurrence Principles and Their Application to Stability Theory for a Class of Stochastic Hybrid Systems. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 61:3477-3492.
Subbaraman A, Teel AR.  2017.  Robust global recurrence for a class of stochastic hybrid systems. NONLINEAR ANALYSIS-HYBRID SYSTEMS. 25:283-297.
Subbaraman A, Teel AR, Grammatico S.  2013.  Discrete-time stochastic control systems: examples of robustness to strictly causal perturbations. IEEE Conference on Decision and Control. :6403-6408.
Stylianopoulos NS, Putinar M.  2007.  Finite-Term Relations for Planar Orthogonal Polynomials. COMPLEX ANALYSIS AND OPERATOR THEORY. 1:447-456.
Stylianopoulos N, Gustafsson B, Saff EB, Putinar M.  2009.  Bergman polynomials on an archipelago: Estimates, zeros and shape reconstruction. ADVANCES IN MATHEMATICS. 222:1405-1460.
Strelzoff A, Petzold L.  2003.  Deriving user interface requirements from densely interleaved scientific computing applications. :22-28.
Storset OF, PADEN B.  2002.  Infinite dimensional models for perforated track electrodynamic magnetic levitation. IEEE CONFERENCE ON DECISION AND CONTROL - PROCEEDINGS. :842-847.
Stoeckler J, Scheiderer C, Charina M, Putinar M.  2013.  An Algebraic Perspective on Multivariate Tight Wavelet Frames. CONSTRUCTIVE APPROXIMATION. 38:253-276.
Stephens RM, Alkire RC, Petzold LR, Zheng Z, Braatz RD.  2008.  A hybrid multiscale kinetic Monte Carlo method for simulation of copper electrodeposition. JOURNAL OF COMPUTATIONAL PHYSICS. 227:5184-5199.
Stelling J, Lawson MJ, Doyle, III FJ, Bagheri N.  2008.  Modeling the Drosophila melanogaster Circadian Oscillator via Phase Optimization. JOURNAL OF BIOLOGICAL RHYTHMS. 23:525-537.
Stelling J, Doyle, III FJ, Bagheri N.  2007.  Quantitative performance metrics for robustness in circadian rhythms. BIOINFORMATICS. 23:358-364.
Stelling J, Doyle, III FJ, Bagheri N.  2008.  Circadian Phase Resetting via Single and Multiple Control Targets. PLOS COMPUTATIONAL BIOLOGY. 4

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