Man

Javier Gallegos Veliz

Researcher

Universidad de Chile

Santiago, Chile

Líneas de Investigación


Adaptive control and estimation; Nonlinear systems; Learning

Educación

  •  Ph. D. in Electrical Engineering, UNIVERSIDAD DE CHILE. Chile, 2020
  •  M. SC. in Electrical Engineering, UNIVERSIDAD DE CHILE. Chile, 2015
  •  Electrical Engineering, UNIVERSIDAD DE CHILE. Chile, 2015

Experiencia Académica

  •   Auxiliar y Ayudante Other

    UNIVERSIDAD DE CHILE

    Chile

    2017 - 2017

Experiencia Profesional

  •   Researcher Other

    University of Chile

    Chile

    2013 - 2021

  •   Researcher Part Time

    AMTC

    Chile

    2015 - 2016

Premios y Distinciones

  •   Outstanding Student

    UNIVERSIDAD DE CHILE

    Chile

    Acknowledgment for academic excellence in the undergraduate program

  •   Best Thesis

    UNIVERSIDAD DE CHILE

    Chile

    Acknowledgment for the best thesis in the M.Sc. Electrical Engineering program

  •   First Position of Doctoral Dissertations

    UNIVERSIDAD DE CHILE

    Chile, 2020

    The Doctoral Dissertation was qualified with maxima distinction, standing first of 8 total Doctoral Dissertations in 2020


 

Article (25)

Switched Fractional Order Model Reference Adaptive Control for First Order Plants: A Simulation-Based Study
Finite-time estimator with enhanced robustness and transient performance applied to adaptive problems
Improved performance of identification and adaptive control schemes using fractional operators
STABILITY AND APPLICATIONS OF MULTI-ORDER FRACTIONAL SYSTEMS
Switched systems with changing derivation order: stability and applications
A dissipative approach to the stability of multi-order fractional systems
Robust adaptive passivity-based (PID)-D-lambda control
Switched Fractional Order Model Reference Adaptive Control for Unknown Linear Time Invariant Systems
Vector Lyapunov-like functions for multi-order fractional systems with multiple time-varying delays
ANALYSIS OF FRACTIONAL ORDER ERROR MODELS IN ADAPTIVE SYSTEMS: MIXED ORDER CASES
Converse theorems in Lyapunov's second method and applications for fractional order systems
On real order passivity
SMOOTH SOLUTIONS TO MIXED-ORDER FRACTIONAL DIFFERENTIAL SYSTEMS WITH APPLICATIONS TO STABILITY ANALYSIS
Attractiveness and stability for Riemann-Liouville fractional systems
Mixed order fractional observers for minimal realizations of linear time-invariant systems
Mixed order robust adaptive control for general linear time invariant systems
Robust mixed order backstepping control of non-linear systems
Convergence of fractional adaptive systems using gradient approach
ROBUSTNESS AND CONVERGENCE OF FRACTIONAL SYSTEMS AND THEIR APPLICATIONS TO ADAPTIVE SCHEMES
Boundedness and convergence on fractional order systems
On the Lyapunov theory for fractional order systems
On fractional extensions of Barbalat Lemma
Using general quadratic Lyapunov functions to prove Lyapunov uniform stability for fractional order systems
Lyapunov functions for fractional order systems
Sufficient Condition on the Fractional Integral for the Convergence of a Function

BookSection (1)

Fractional Order Model Reference Adaptive Controllers for First Order Integer Plants

Proyecto (2)

Fractional Error Models in Adaptive Control and Applications
"Improvements of adaptive systems performance by using fractional order observers and particle swarm optimization"
26
Javier Gallegos

Researcher

Universidad de Chile

Santiago, Chile

19
Manuel Duarte

Profesor Titular

INGENIERÍA ELÉCTRICA

UNIVERSIDAD DE CHILE

Santiago, Chile

11
Norelys Aguila

Profesora Asociada

Electricidad

Universidad Tecnológica Metropolitana

Santiago, Chile