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Yan Wang
Publication Activity (10 Years)
Years Active: 2012-2021
Publications (10 Years): 10
Top Topics
Position Estimation
Adaptive Control
Multi Objective Optimization
Controller Design
Top Venues
CDC
ACC
Autom.
Eur. J. Control
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Publications
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Khadidja Chaib-Draa
,
Ali Zemouche
,
Fazia Bedouhene
,
Rajesh Rajamani
,
Yan Wang
,
Hamid Reza Karimi
,
Taous-Meriem Laleg-Kirati
Finite-time estimation algorithms for LPV discrete-time systems with application to output feedback stabilization.
Autom.
125 (2021)
Gregory Johnson
,
Yan Wang
,
Rajesh Rajamani
Real-Time Detection of Food Consumption Activities Using Wearable Wireless Sensors.
ACC
(2019)
Yan Wang
,
Ryan Madson
,
Rajesh Rajamani
Magnetic sensor-based simultaneous state and parameter estimation using a nonlinear observer.
Int. J. Control
92 (11) (2019)
Yan Wang
,
Rajesh Rajamani
,
Ali Zemouche
A quadratic matrix inequality based PID controller design for LPV systems.
Syst. Control. Lett.
126 (2019)
Yan Wang
,
Rajesh Rajamani
,
Ali Zemouche
Multi-Objective Nonlinear Observer Design using BMIs.
ACC
(2018)
Yan Wang
,
Ali Zemouche
,
Rajesh Rajamani
A sequential LMI approach to design a BMI-based multi-objective nonlinear observer.
Eur. J. Control
44 (2018)
Yan Wang
,
Rajesh Rajamani
,
David M. Bevly
Observer Design for Parameter Varying Differentiable Nonlinear Systems, With Application to Slip Angle Estimation.
IEEE Trans. Autom. Control.
62 (4) (2017)
Yan Wang
,
Rajesh Rajamani
Feasibility analysis of the bilinear matrix inequalities with an application to multi-objective nonlinear observer design.
CDC
(2016)
Yan Wang
,
David M. Bevly
,
Rajesh Rajamani
Interval observer design for LPV systems with parametric uncertainty.
Autom.
60 (2015)
Yan Wang
,
Ryan Madson
,
Rajesh Rajamani
Nonlinear observer design for a magnetic position estimation technique.
CDC
(2015)
Yan Wang
,
Rajesh Rajamani
,
David M. Bevly
Observer design for differentiable Lipschitz nonlinear systems with time-varying parameters.
CDC
(2014)
Yan Wang
,
David M. Bevly
Robust observer design for Lipschitz nonlinear systems using quadratic polynomial constraints.
CDC
(2012)