• A model for incompressible fluids using finite element methods for the Brinkman problem 

    Altamirano-Fernández, Alex; Gómez-Hernández, E. A.; Duque-Marín, E.; Vásquez, A. (2020)
    The partial differential equations for fluid flow dynamics based on the Brinkman equations, written in terms of velocity-vorticity and pressure in three dimensions, are essential for predicting climate, ocean currents, ...

  • A two patch model for the population dynamics of mosquito-borne diseases 

    Gómez-Hernández, E. A.; Ibargüen-Mondragón, E. (2019)
    In this work, a model on the interaction dynamics of mosquitoes causing vector-borne diseases is formulated, without consider the human population as dynamic variables and including mobility from eulerian approach, in which ...

  • Consequences of insecticides on the dynamics of Anopheles mosquitoes 

    Gómez-Hernández, E. A.; Salazar-Jurado, Edwin; Altamirano-Fernández, Alex; Hernández-García, Ruber (2023)
    Physics is a science that has developed valuable contributions to the understanding of different phenomena; in particular, the concept of a dynamic system originates in Newtonian mechanics; a concept that allows predictions ...

  • Eco-epidemiological predator–prey models: a review of models in ordinary differential equations 

    Gómez-Hernández, E. A.; Moreno-Gómez, Felipe N.; Córdova-Lepe, Fernando; Bravo-Gaete, Moises; Velásquez, Nelson; Benítez, Hugo A. (2024)
    Eco-epidemiology integrates ecological and epidemiological approaches to analyze both the impact of infectious diseases on ecological communities and how interspecific interactions can alter disease dynamics. With the aim ...

  • Study of barley yellow dwarf virus: Dynamics of aphid-plant interaction 

    Gómez-Hernández, E. A.; Cuesta-Herrera, Ledys; Altamirano-Fernández, Alex; Salazar-Jurado, Edwin; Vásquez-Coronel, José A (2023)
    Physics continues to be an inexhaustible source of problems that have inspired the theoretical development of mathematics, particularly in the development of the theory of dynamical systems that have their origin in the ...