Gilardi Velázquez, Héctor Eduardo
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Preferred name
Gilardi Velázquez, Héctor Eduardo
Official Name
Gilardi Velázquez, Héctor Eduardo
Alternative Name
hgilardi
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ORCID
Scopus Author ID
57195627627
Researcher ID
AAT-3915-2020

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Emergence of synchronous behavior in a network with chaotic multistable systems

2021 , A. Ruiz-Silva , Gilardi Velázquez, Héctor Eduardo , Eric Campos

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A physical interpretation of fractional-order-derivatives in a jerk system: Electronic approach

2020 , J.L. Echenausía-Monroy , Gilardi Velázquez, Héctor Eduardo , R. Jaimes-Reátegui , V. Aboites , G. Huerta-Cuellar

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Multistability route in a PWL multi-scroll system through fractional-order derivatives

2022 , J.L. Echenausía-Monroy , Gilardi Velázquez, Héctor Eduardo , Ning Wang , R. Jaimes-Reátegui , J.H. García-López , G. Huerta-Cuellar

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On the behavior of bidirectionally coupled multistable systems

2022 , Ana Luisa Silva , Cassal Quiroga, Bahia Betzavet , G. Huerta-Cuellar , Gilardi Velázquez, Héctor Eduardo

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Generation of Self-Excited, Hidden and Non-Self-Excited Attractors in Piecewise Linear Systems

2023 , Eric Campos Cantón , Rodolfo de Jesús Escalante González , Gilardi Velázquez, Héctor Eduardo

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Time Management of Modes of Operation for Survival of a Satellite Mission: Power Simulation in MATLAB and STK

2021 , Manuel González , Gilardi Velázquez, Héctor Eduardo , Gutiérrez, Sebastián , Ruiz-Martinez, O.F.

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Emergence of a square chaotic attractor through the collision of heteroclinic orbits

2020 , Gilardi Velázquez, Héctor Eduardo , Rodolfo J. Escalante-González , Eric Campos

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Observaciones ontólogicas al caos determinista como forma del universo

2001 , Gilardi Velázquez, Héctor Eduardo

Este artículo trata de explicar cómo algunos presupuesto de la Teoría del Caos Determinista convertirían la presencia del azar en los procesos naturales en una causa formal del universo. También se compara esta posición con una visión compatible de teleología metafísica.

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Bidimensional Deterministic Model for Diffusion and Settling of Particles

2023 , Stephanie Esmeralda Velázquez Pérez , Eric Campos-Cantón , Guillermo Huerta Cuellar , Héctor Eduardo Gilardi Velázquez

In this paper, we present a study of the diffusion properties of a deterministic model for settling particles in two displacement dimensions. The particularities of the novel deterministic model include the generation of Brownian motion and a two-dimensional displacement model without stochastic processes, which are governed by a set of six differential equations. This model is a piecewise system consisting of subsystems governed by jerk equations. With this model, we can consider different conditions of diffusion in both the dimensions and size of the space where the particles are dispersed. The settling time versus the dispersion medium and its size, as well as the average settling time and its probability distributions, are analyzed. Furthermore, the probability distributions for the settling location are presented for the changes in the diffusion parameters and space size. Finally, the basins of attraction for the settling positions are shown as a function of each dimensional diffusion parameter and for the medium size.

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Implementation of the cFS framework for the development of software in aerospace missions: first application in an undergraduate program in Mexico

2021 , M. De la Vega-Martínez , M.C. Velázquez-García , M.F. Zavala-López , Hernandez, Erika , R.A. Gutiérrez-Esparza , D.G. Arcos-Bravo , D. Medina , Gilardi Velázquez, Héctor Eduardo , D. McComas

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