On applications of Attractive Ellipsoid Method to dynamic processes governed by implicit differential equations. - Raymundo Juarez 001; Alexander S. Poznyak; Vadim Azhmyakov (CCE, 2011)

Practical stability of control processes governed by semi-explicit DAEs. - Raymundo Juarez del Toro; Vadim Azhmyakov; Alexander S. Poznyak (CCE, 2012)

On the practical stability of control processes governed by implicit differential equations: The invariant ellipsoid based approach. - Vadim Azhmyakov; Alex Poznyak; Raymundo Juarez del Toro (J. Frankl. Inst., 2013)

On the Projected Gradient Methods for Switched - Mode Systems Optimization. - Vadim Azhmyakov; Raymundo Juarez del Toro (ADHS, 2015)

Attractive ellipsoids based robust control design of switched systems: A geometrical approach. - Vadim Azhmyakov; Raymundo Juarez 001; Suresh Kumar Gadi; Luz Adriana Guzman Trujillo (CCE, 2016)

Robust control for a class of continuous dynamical system governed by semi-explicit DAE with data-sample outputs. - Raymundo Juarez 001; Vadim Azhmyakov; Suresh Kumar Gadi; Francisco G. Salas (CCE, 2016)

Stability analysis of a dual-loop P-PI controller with variable gains for parallel manipulators. - Francisco G. Salas; Raymundo Juarez del Toro; Jorge Alberto Orrante-Sakanassi; Dario Martinez Trujillo (CCE, 2017)

Fixed-Wing MAV Adaptive PD Control Based on a Modified MIT Rule with Sliding-Mode Control. - Arturo Tadeo Espinoza Fraire; YangQuan Chen; Alejandro Dzul; Rogelio Lozano; Raymundo Juarez 001 (J. Intell. Robotic Syst., 2018)

An Approach to Knowledge Discovery for Fault Detection by Using Compensatory Fuzzy Logic. - Francisco G. Salas; Raymundo Juarez del Toro; Rafael Espin; Juan Manuel Jimenez (MICAI, 2019)

Application of an Intelligent Control on Economics Dynamic System: The Attractive Invariant Ellipsoid Approach. - Raymundo Juarez del Toro; J. G. Castrejón-Lozano; C. A. Gomez-Rosales; S. López-Chavarría (Math. Comput. Sci., 2019)

A Consistent Numerical Approach to a Class of Optimal Control Processes Governed by Volterra Integro-Differential Equations. - Vadim Azhmyakov; Erik I. Verriest; Camilo Londoño; Raymundo Juarez del Toro (CDC, 2020)

An Implicit Class of Robust Control System Characterized by a Convex-Type Matrix Constraints. - Raymundo Juarez del Toro; Vadim Azhmyakov; Manuel Mera Hernandez; Francisco G. Salas Pérez (CCE, 2020)

An implicit class of continuous dynamical system with data-sample outputs: a robust approach. - Raymundo Juarez 001; Vadim Azhmyakov; A. Tadeo Espinoza; Francisco G. Salas (IMA J. Math. Control. Inf., 2020)