Publications
Found 609 results
Author Title [ Type] Year Filters: First Letter Of Last Name is T [Clear All Filters]
Explicit Computation of the Sampling Period in Emulation of Controllers for Nonlinear Sampled-Data Systems. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 54:619-624.
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2009. Experimental characterization of micro-friction on a mica surface using the lateral motion and force measurement capability of an instrumented indenter. TRIBOLOGY LETTERS. 27:315-322.
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2007. Examples when nonlinear model predictive control is nonrobust. AUTOMATICA. 40:1729-1738.
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2004. Examples when nonlinear model predictive control is nonrobust. AUTOMATICA. 40:1729-1738.
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2004. Examples of GES systems that can be driven to infinity by arbitrarily small additive decaying exponentials. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 49:1407-1410.
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2004. Equivalent Characterizations of Input-to-State Stability for Stochastic Discrete-Time Systems. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 59:516-522.
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2014. On the equivalence between global recurrence and the existence of a smooth Lyapunov function for hybrid systems. SYSTEMS & CONTROL LETTERS. 88:54-61.
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2016. Enhancement in CMOS-MEMS Resonator for High Sensitive Temperature Sensing. IEEE SENSORS JOURNAL. 17:598-603.
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2017. Electromechanically driven and sensed parametric resonance in silicon microcantilevers. APPLIED PHYSICS LETTERS. 88
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2006. Dynamical properties of hybrid systems simulators. AUTOMATICA. 46:239-248.
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2010. Dynamic UCO controllers and semiglobal stabilization of uncertain nonminimum phase systems by output feedback. NEW DIRECTIONS IN NONLINEAR AND OBSERVER DESIGN. 244:335-350.
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1999. Disturbance attenuating output-feedback control of nonlinear systems with local optimality. AUTOMATICA. 37:805-817.
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2001. Distribution-based sensitivity metric for highly variable biochemical systems. IET SYSTEMS BIOLOGY. 5:50-U118.
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2011. Discrete-time stochastic control systems: A continuous Lyapunov function implies robustness to strictly causal perturbations. AUTOMATICA. 49:2939-2952.
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2013. Discrete-time certainty equivalence output feedback: allowing discontinuous control laws including those from model predictive control. AUTOMATICA. 41:617-628.
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2005. Discrete-time certainty equivalence output feedback: allowing discontinuous control laws including those from model predictive control. AUTOMATICA. 41:617-628.
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2005. Discrete-time asymptotic controllability implies smooth control-Lyapunov function. SYSTEMS & CONTROL LETTERS. 52:349-359.
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2004. DISCRETE-TIME ADAPTIVE-CONTROL OF SYSTEMS WITH UNKNOWN DEADZONES. INTERNATIONAL JOURNAL OF CONTROL. 61:1-17.
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1995. DISCRETE-TIME ADAPTIVE-CONTROL OF PLANTS WITH UNKNOWN OUTPUT DEAD-ZONES. AUTOMATICA. 31:287-291.
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1995. Discrete time receding horizon optimal control: Is the stability robust? OPTIMAL CONTROL, STABILIZATON AND NONSMOOTH ANALYSIS. 301:3-27.
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2004. Discrete and continuous models of the dynamics of pelagic fish: Application to the capelin. MATHEMATICS AND COMPUTERS IN SIMULATION. 79:3397-3414.
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2009. Discrete and continuous models of the dynamics of pelagic fish: Application to the capelin. MATHEMATICS AND COMPUTERS IN SIMULATION. 79:3397-3414.
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2009. Direction-selective and length-tunable in-plane growth of carbon nanotubes. ADVANCED MATERIALS. 15:1105-+.
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2003. DIRECT DESIGN OF ROBUSTLY ASYMPTOTICALLY STABILIZING HYBRID FEEDBACK. ESAIM-CONTROL OPTIMISATION AND CALCULUS OF VARIATIONS. 15:205-213.
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