THÈSE DE DOCTORAT Ecole Doctorale « Sciences et ...
THÈSE DE DOCTORAT Ecole Doctorale « Sciences et ...
THÈSE DE DOCTORAT Ecole Doctorale « Sciences et ...
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232 Références<br />
[140] P. Naghshtabrizi, J. Hespanha, and A.R. Teel. Exponential stability of impulsive systems<br />
with application to uncertain sampled-data systems. Systems & Control L<strong>et</strong>ters,<br />
57(5):378–385, 2008.<br />
[141] D.S. Naidu and A.K. Rao. Singular perturbation analysis of discr<strong>et</strong>e-time control systems.<br />
Springer Verlag, New York, U.S.A., 1985.<br />
[142] G. N. Nair and R. J. Evans. Stabilizability of stochastic linear systems with finite<br />
feedback data rates. SIAM Journal on Control and Optimization, 43(2):413–436, 2004.<br />
[143] G.N. Nair and R.J. Evans. Exponential stabilisability of finite-dimensional linear systems<br />
with limited data rates. Automatica, 39(4):585–593, 2003.<br />
[144] G.N. Nair, R.J. Evans, I.M.Y. Mareels, and W. Moran. Topological feedback entropy<br />
and nonlinear stabilization. IEEE Transactions on Automatic Control, 49(9):1585–1597,<br />
2004.<br />
[145] M. N<strong>et</strong>to, A. Annaswamy, S. Mammar, and S. Glaser. A new adaptive control algorithm<br />
for systems with multilinear param<strong>et</strong>rization. In ACC’06 (American Control<br />
Conference) Minneapolis, U.S.A., 2006.<br />
[146] M. N<strong>et</strong>to, A. Annaswamy, S. Mammar, and N. Minoiu. A new adaptive control algorithm<br />
for systems with multilinear param<strong>et</strong>rization : n-param<strong>et</strong>ers case. In Taming<br />
H<strong>et</strong>erogeneity and Complexity of Embedded Control: CTS-HYCON Workshop on Nonlinear<br />
and Hybrid Control, Paris, Editors: F. Lamnabhi-Lagarrigue, S. Laghrouche, A.<br />
Loría and E. Panteley. ISTE Hermes and Lavoisier, 2006.<br />
[147] D. Nešić and L. Grüne. Lyapunov based continuous-time nonlinear controller redesign<br />
for sampled-data implementation. Automatica, 41:1143–1156, 2005.<br />
[148] D. Nešić and D. Liberzon. A unified framework for design and analysis of n<strong>et</strong>worked<br />
and quantized control systems. IEEE Transactions on Automatic Control, 54:732–747,<br />
2009.<br />
[149] D. Nešić and A. R. Teel. Matrosov theorem for param<strong>et</strong>erized families of discr<strong>et</strong>e-time<br />
systems. Automatica, 40:1025–1034, 2005.<br />
[150] D. Nešić and A.R. Teel. A framework for stabilization of nonlinear sampled-data systems<br />
based on their approximate discr<strong>et</strong>e-time. IEEE Transactions on Automatic Control,<br />
49:1103–1122, 2004.<br />
[151] D. Nešić and A.R. Teel. Input-output stability properties of n<strong>et</strong>worked control systems.<br />
IEEE Transactions on Automatic Control, 49:1650–1667, 2004.<br />
[152] D. Nešić and A.R. Teel. Input-to-state stability of n<strong>et</strong>worked control systems. Automatica,<br />
40:2121–2128, 2004.<br />
[153] D. Nešić and A.R. Teel. Stabilization of sampled-data nonlinear systems via backstepping<br />
on their Euler approximate model. Automatica, 42:1801–1808, 2006.