Andrew R. Teel

Name: dblp XML data dump
Creator: Schloss Dagstuhl - Leibniz Center for Informatics
Published: 1993
License: https://creativecommons.org/publicdomain/zero/1.0/
Keywords: dblp, XML, computer science, scholarly publications, metadata

◀ ▶ joint publications with Dobrivoje Popovic

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Publications

2006
[j60]
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Andrew R. Teel, Antonio Loría, Elena Panteley, Dobrivoje Popovic:
Smooth time-varying stabilization of driftless systems over communication channels. Syst. Control. Lett. 55(12): 982-991 (2006)
[j57]
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Dobrivoje Popovic, Mrdjan Jankovic, Steve Magner, Andrew R. Teel:
Extremum seeking methods for optimization of variable cam timing engine operation. IEEE Trans. Control. Syst. Technol. 14(3): 398-407 (2006)
2005
[j49]
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Antonio Loría, Elena Panteley, Dobrivoje Popovic, Andrew R. Teel:
A nested Matrosov theorem and persistency of excitation for uniform convergence in stable nonautonomous systems. IEEE Trans. Autom. Control. 50(2): 183-198 (2005)
2004
[c56]
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  - conf/cdc/PopovicT04
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Dobrivoje Popovic, Andrew R. Teel:
Direct search methods for nonsmooth optimization. CDC 2004: 3173-3178
2003
[c48]
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  - conf/amcc/PopovicJMT03
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Dobrivoje Popovic, Mrdjan Jankovic, Stephen Magner, Andrew R. Teel:
Extremum seeking methods for optimization of variable cam timing engine operation. ACC 2003: 3136-3141
[c37]
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  - conf/eucc/TeelLPP03
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Andrew R. Teel, Antonio Loría, Elena Panteley, Dobrivoje Popovic:
Control of port-interconnected driftless systems. ECC 2003: 198-203
2002
[c28]
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Antonio Loría, Elena Panteley, Dobrivoje Popovic, Andrew R. Teel:
An extension of Matrosov's theorem with application to stabilization of nonholonomic control systems. CDC 2002: 1528-1533
[c27]
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Antonio Loría, Elena Panteley, Dobrivoje Popovic, Andrew R. Teel:
δ-persistency of excitation: a necessary and sufficient condition for uniform attractivity. CDC 2002: 3506-3511
2001
[c23]
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  - conf/amcc/TeelP01
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Andrew R. Teel, Dobrivoje Popovic:
Solving smooth and nonsmooth multivariable extremum seeking problems by the methods of nonlinear programming. ACC 2001: 2394-2399

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