Listar por autor "ERIC JOSE AVILA VALES"
Mostrando recursos 1-20 de 27
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An SEIARD epidemic model for COVID-19 in Mexico: Mathematical analysis and state-level forecast
ERIC JOSE AVILA VALES -
Analysis of a viral infection model with immune impairment, intracellular delay and general non-linear incidence rate
ERIC JOSE AVILA VALES; NOE GUADALUPE CHAN CHI; GERARDO EMILIO GARCIA ALMEIDA -
Análisis de modelos matemáticos para celdas de combustible microbianas y celdas de electrólisis microbianas
ANGEL MAURICIO HERNANDEZ GOMEZEn este trabajo se estudian los modelos matemáticos que describen la dinámica de los bioreactores: celdas de combustible microbianas y celdas de electrólisis microbianas. -
Análisis dinámico de modelos de infección viral con efecto lítico periódico, proliferación mitótica y cura
ABRAHAM MOISES CANUL PECHSe estudia la dinámica de nuevos modelos matemáticos de infección viral, es decir, determinar el tipo de estabilidad de los puntos equilibrio, así como la bifurcación de hopf e ilustrar los resultados mediante simulaciones ... -
Bifurcation analysis of an SIR model with logistic growth, nonlinear incidence, and saturated treatment
ANGEL GUSTAVO CERVANTES PEREZ; ERIC JOSE AVILA VALES; GERARDO EMILIO GARCIA ALMEIDAThere is a wide range of works that have proposed mathematical models to describe the spread of infectious diseases within human populations. Based on such models, researchers can evaluate the effect of applying different ... -
Convergence and stability analysis of the θ-method for delayed diffusion mathematical models
ERIC JOSE AVILA VALES -
Dynamics of a viral infection logistic model with delayed nonlinear CTL response and periodic immune response
ABRAHAM MOISES CANUL PECH; ERIC JOSE AVILA VALES; GERARDO EMILIO GARCIA ALMEIDAThis paper investigates the global dynamics and bifurcation structure of a viral infection logistic model with delayed nonlinear CTL response and periodic immune response. It is proved that the basic reproduction numbers, ... -
Estabilidad Local de Sistemas de Ecuaciones Diferenciales Ordinarias con Retardo y Aplicaciones
ANGEL GABRIEL ESTRELLA GONZALEZ; GERARDO EMILIO GARCIA ALMEIDA; ERIC JOSE AVILA VALES -
Estabilidad local de sistemas de ecuaciones diferenciales ordinarias con retardo y aplicaciones
ANGEL GABRIEL ESTRELLA GONZALEZ; GERARDO EMILIO GARCIA ALMEIDA; ERIC JOSE AVILA VALESEn este artículo se presenta la metodología empleada para determinar la estabilidad de puntos de equilibrio de sistemas de ecuaciones diferenciales, considerando los siguientes tres casos: ordinarias, con retardos discretos, ... -
Global dynamics of a periodic SEIRS model with general incidence rate
ERIC JOSE AVILA VALES; ERIKA FABIOLA RIVERO ESQUIVEL; GERARDO EMILIO GARCIA ALMEIDAWe consider a family of periodic SEIRS epidemic models with a fairly general incidence rate of the form Sf(I), and it is shown that the basic reproduction number determines the global dynamics of the models and it is a ... -
Global Dynamics of a Periodic SEIRS Model with General Incidence Rate
ERIC JOSE AVILA VALES -
Global dynamics of a two-strain flu model with a single vaccination and general incidence rate
ERIC JOSE AVILA VALESInfluenza remains one of the major infectious diseases that target humankind, therefore, understand transmission mechanisms and control strategies can help us obtain more accurate predictions. There are many control ... -
Global stability for SIRS epidemic models with general
ERIC JOSE AVILA VALES -
Global stability of a distributed delayed viral model with general incidence rate
ERIC JOSE AVILA VALES -
Solution of the Black-Scholes equation via the Adomian decomposition method
ERIC JOSE AVILA VALES