Santi Alonso Quesada
Santi Alonso Quesada
UPV/EHU
Dirección de correo verificada de ehu.es
TítuloCitado porAño
On a generalized time-varying SEIR epidemic model with mixed point and distributed time-varying delays and combined regular and impulsive vaccination controls
M De la Sen, RP Agarwal, A Ibeas, S Alonso-Quesada
Advances in Difference Equations 2010 (1), 281612, 2010
632010
Robustly stable multiestimation scheme for adaptive control and identification with model reduction issues
A Bilbao-Guillerna, M De la Sen, A Ibeas, S Alonso-Quesada
Discrete Dynamics in Nature and Society 2005 (1), 31-67, 2005
622005
On the existence of equilibrium points, boundedness, oscillating behavior and positivity of a SVEIRS epidemic model under constant and impulsive vaccination
M De La Sen, RP Agarwal, A Ibeas, S Alonso-Quesada
Advances in Difference Equations 2011 (1), 748608, 2011
602011
A control theory point of view on Beverton–Holt equation in population dynamics and some of its generalizations
M De la Sen, S Alonso-Quesada
Applied Mathematics and Computation 199 (2), 464-481, 2008
592008
Control issues for the Beverton–Holt equation in ecology by locally monitoring the environment carrying capacity: Non-adaptive and adaptive cases
M De la Sen, S Alonso-Quesada
Applied Mathematics and Computation 215 (7), 2616-2633, 2009
552009
Model-matching-based control of the Beverton-Holt equation in ecology
M De la Sen, S Alonso-Quesada
Discrete Dynamics in Nature and Society 2008, 2008
482008
On vaccination controls for the SEIR epidemic model
M De la Sen, A Ibeas, S Alonso-Quesada
Communications in Nonlinear Science and Numerical Simulation 17 (6), 2637-2658, 2012
342012
Vaccination strategies based on feedback control techniques for a general SEIR-epidemic model
M De la Sen, S Alonso-Quesada
Applied Mathematics and Computation 218 (7), 3888-3904, 2011
322011
Feedback linearization-based vaccination control strategies for true-mass action type SEIR epidemic models
M De la Sen, A Ibeas, S Alonso-Quesada
Nonlinear Analysis: Modelling and Control 16 (3), 283-314, 2011
282011
Model matching via multirate sampling with fast sampled input guaranteeing the stability of the plant zeros: extensions to adaptive control
M De la Sen, S Alonso-Quesada
IET Control Theory & Applications 1 (1), 210-225, 2007
282007
Stable multi-estimation model for single-input single-output discrete adaptive control systems
A Ibeas*, M De la Sen, S Alonso-Quesada
International Journal of Systems Science 35 (8), 479-501, 2004
282004
Robust adaptive control of discrete nominally stabilizable plants
S Alonso-Quesada, M De la Sen
Applied Mathematics and Computation 150 (2), 555-583, 2004
272004
On the stability of an SEIR epidemic model with distributed time-delay and a general class of feedback vaccination rules
M De la Sen, S Alonso-Quesada, A Ibeas
Applied Mathematics and Computation 270, 953-976, 2015
252015
Robust adaptive regulation of potentially inversely unstable first-order hybrid systems
M De la Sen, S Alonso-Quesada
Journal of the Franklin Institute 336 (4), 627-648, 1999
221999
On vaccination control tools for a general SEIR-epidemic model
M De la Sen, S Alonso-Quesada
18th Mediterranean Conference on Control and Automation, MED'10, 1322-1328, 2010
212010
A simple vaccination control strategy for the SEIR epidemic model
M De la Sen, S Alonso-Quesada
2010 IEEE International Conference on Management of Innovation & Technology …, 2010
192010
Robust adaptive control with multiple estimation models for stabilization of a class of non‐inversely stable time‐varying plants
S Alonso‐Quesada, M De la Sen
Asian Journal of Control 6 (1), 59-73, 2004
192004
On the asymptotic hyperstability of switched systems under integral-type feedback regulation Popovian constraints
M Sen, S Alonso-Quesada, A Ibeas
IMA Journal of Mathematical Control and Information 32 (2), 359-386, 2015
172015
An observer-based vaccination control law for an SEIR epidemic model based on feedback linearization techniques for nonlinear systems
S Alonso-Quesada, M De la Sen, RP Agarwal, A Ibeas
Advances in Difference Equations 2012 (1), 161, 2012
172012
A multiestimation scheme for discrete adaptative control which guarantees closed-loop stability
A Ibeas, M De, S La Sen
In, Proceedings of the 6th WSEAS Multiconference on Systems, 2002
172002
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