Publications

Found 2855 results
[ Author(Desc)] Title Type Year
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C
CHAPELLAT H, Dahleh M.  1992.  ANALYSIS OF TIME-VARYING CONTROL STRATEGIES FOR OPTIMAL DISTURBANCE REJECTION AND ROBUSTNESS. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 37:1734-1745.
CHAPELLAT H, BHATTACHARYYA SP, Dahleh M.  1991.  ON ROBUST NONLINEAR STABILITY OF INTERVAL CONTROL-SYSTEMS. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 36:59-67.
Chase P., Kovatchev B., Zisser H., Buckingham B.A, Nimri R., Lum J., Cobelli C., Calhoun P., Renard E.M, Bruttomesso D. et al..  2014.  Multi-centre closed-loop insulin delivery trial points to variability in keeping glycaemia in a pre-defined target range at the individual level. 57:S411-S411.
CHAVIN S, STETTNER R, CURRY R, DANCZ J, SAVAGE E, NONNAST J, GILBERT J, CREVIER W.  1982.  COMPARISON OF A ONE-DIMENSIONAL AND A 3-DIMENSIONAL SREMP MODEL FOR AN OVERHEAD LINE. IEEE TRANSACTIONS ON NUCLEAR SCIENCE. 29:1868-1873.
Chen H, Min C, Gibou F.  2009.  A numerical scheme for the Stefan problem on adaptive Cartesian grids with supralinear convergence rate. JOURNAL OF COMPUTATIONAL PHYSICS. 228:5803-5818.
Chen RR, Koetter R, Madhow U, Barriac G, Jacobsen N.  2004.  Towards Shannon-theoretic limits on wireless time-varying channels. :575-578.
CHEN DG, PADEN B.  1990.  NONLINEAR ADAPTIVE TORQUE-RIPPLE CANCELLATION FOR STEP MOTORS. :3319-3324.
CHEN D, PADEN B, BAYO E, LEDESMA R.  1993.  EXPONENTIALLY STABLE TRACKING CONTROL FOR MULTIJOINT FLEXIBLE-LINK MANIPULATORS. JOURNAL OF DYNAMIC SYSTEMS MEASUREMENT AND CONTROL-TRANSACTIONS OF THE ASME. 115:53-59.
CHEN DG, PADEN B.  1993.  ADAPTIVE LINEARIZATION OF HYBRID STEP MOTORS - STABILITY ANALYSIS. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 38:874-887.
CHEN DG, PADEN B.  1996.  Stable inversion of nonlinear non-minimum phase systems. INTERNATIONAL JOURNAL OF CONTROL. 64:81-97.
CHEN D, SEBORG DE.  2002.  PI/PID controller design based on direct synthesis and disturbance rejection. INDUSTRIAL & ENGINEERING CHEMISTRY RESEARCH. 41:4807-4822.
CHEN D, SEBORG DE.  2001.  Design of decentralized PI control systems based on Nyquist stability analysis. :1048-1053.
CHEN D, SEBORG DE.  2002.  Robust Nyquist array analysis based on uncertainty descriptions from system identification. AUTOMATICA. 38:467-475.
CHEN D, SEBORG DE.  2001.  Multiloop PI/PID controller design based on Gershgorin bands. PROCEEDINGS OF THE AMERICAN CONTROL CONFERENCE. :4122-4127.
CHEN D, SEBORG DE.  2002.  Relative gain array analysis for uncertain process models. AICHE JOURNAL. 48:302-310.
CHEN D, SEBORG DE.  2003.  Design of decentralized PI control systems based on Nyquist stability analysis. JOURNAL OF PROCESS CONTROL. 13:27-39.
CHEN D, SEBORG DE.  2002.  Multiloop PI/PID controller design based on Gershgorin bands. IEE PROCEEDINGS-CONTROL THEORY AND APPLICATIONS. 149:68-73.
Chen H, Min C, Gibou F.  2007.  A second order accurate finite difference scheme for the heat equation on irregular domains and adaptive grids. MATERIALS RESEARCH SOCIETY SYMPOSIUM PROCEEDINGS. 910:123-128.
Chen H, Min C, Gibou F.  2007.  A supra-convergent finite difference scheme for the poisson and heat equations on irregular domains and non-graded adaptive cartesian grids. JOURNAL OF SCIENTIFIC COMPUTING. 31:19-60.
Chen M-Y, Byl K.  2012.  Analysis and Control Techniques for the Compass Gait with a Torso Walking on Stochastically Rough Terrain. Proceedings of the American Control Conference. :3451-3458.
Chene Adu, Min C, Gibou F.  2008.  Second-order accurate computation of curvatures in a level set framework using novel high-order reinitialization schemes. JOURNAL OF SCIENTIFIC COMPUTING. 35:114-131.
Chernavvsky D, Ly TT, Calore R, Kollman C, Kovatchev B, Doyle, III FJ, Del Favero S, Bruttomesso D, Bradley PK, Bevier WC et al..  2017.  Feasibility of Long-Term Closed-Loop Control: A Multicenter 6-Month Trial of 24/7 Automated Insulin Delivery. DIABETES TECHNOLOGY & THERAPEUTICS. 19:18-+.
Chernavvsky D, Raghinaru D, Keith-Hynes P, Ly TT, Calore R, Kollman C, Kovatchev B, Farret A, Doyle, III FJ, Place J et al..  2016.  Multinational Home Use of Closed-Loop Control Is Safe and Effective. DIABETES CARE. 39:1143-1150.
Chisci L, Quintero SAP, Klein DJ, Hespanha JP, Papi F.  2010.  Optimal UAV Coordination for Target Tracking using Dynamic Programming. IEEE Conference on Decision and Control. :4541-4546.
Choi J, Love DJ, Madhow U.  2013.  Limited Feedback in Massive MIMO Systems: Exploiting Channel Correlations via Noncoherent Trellis-Coded Quantization.

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