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Disambiguation of "de la Sen, Manuel"

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Model reduction approach for digital PID control based on generalized holds.

, , , and . CCA/ISIC, page 884-889. IEEE, (2009)

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Dana de La Fontaine

Christian de La Motte

Véronique de La Giroday

Jork de La Fontaine

Inés de la Cuadra

 

Other publications of authors with the same name

A Multi-estimation Scheme for Controlling the Beverton-Holt Equation in Ecology., and . ICINCO (1), page 133-140. INSTICC Press, (2010)On controllability of discrete systems in probabilistic spaces.. IEEM, page 675-680. IEEE, (2015)An adaptive sliding mode position control for induction motor drives., , and . EUROCON, page 1-4. IEEE, (2011)A Supervised Switching Discrete-Time Control Scheme for LTI Continuous-Time Plants Incorporating FROH' and Multirate Sampling with Stabilization of the Discrete Plant Zeros., , and . CCA, page 1307-1312. IEEE, (2007)Discrete-time adaptive control of milling forces using fractional order holds by on-line adjustment of the correcting gain., , and . CCA, page 1330-1335. IEEE, (2007)On Vaccination Controls for the SEIR Epidemic Model with Susceptible plus Immune Populations Tracking the Whole Population., , and . BIOINFORMATICS, page 165-172. SciTePress, (2011)A Solution of Fredholm Integral Equation by Using the Cyclic η s q -Rational Contractive Mappings Technique in b-Metric-Like Spaces., and . Symmetry, 11 (9): 1184 (2019)Discrete-time Model Reference Control of Milling Forces under Fractional Order Holds. Part I: Known Plant., , and . ETFA, page 1001-1004. IEEE, (2006)On the stability of an SEIR epidemic model with distributed time-delay and a general class of feedback vaccination rules., , and . Appl. Math. Comput., (2015)Asymptotically non-expansive self-maps and global stability with ultimate boundedness of dynamic systems., and . Appl. Math. Comput., 219 (22): 10655-10667 (2013)