Citas bibligráficas
Gil, V., (2024). Modelos matemáticos de simulación del crecimiento poblacional de especies consideradas en aislamiento o en interacción [Universidad Nacional de Trujillo]. https://hdl.handle.net/20.500.14414/22555
Gil, V., Modelos matemáticos de simulación del crecimiento poblacional de especies consideradas en aislamiento o en interacción []. PE: Universidad Nacional de Trujillo; 2024. https://hdl.handle.net/20.500.14414/22555
@misc{renati/878669,
title = "Modelos matemáticos de simulación del crecimiento poblacional de especies consideradas en aislamiento o en interacción",
author = "Gil Terrones, Víctor Américo",
publisher = "Universidad Nacional de Trujillo",
year = "2024"
}
Abstract The central idea of this work is to study the coexistence of two species of animals and then to formulate a mathematical model of the phenomena that arise to carry out this work; I’ve had to use certain preconceptions, let’s call them basic preliminaries, such as: notions of a controlled system, criteria of cybernetics, some criteria of ecology and basic notions of linear algebra, basic differential equations, systems of differential equations, elementary criteria of linear and planic dynamical systems, basic criteria of stability and concepts of a mathematical model. With this background, I focus on the central topic in which I analyze and interpret some mathematical models that simulate the population growth or decrease of species. To make the analyses, I use the inductive and deductive methods, and interpretation with dynamic, ecological, cybernetic geometric visions and with knowledge of control systems and thus obtain an expression or mathematical model that can predict the future of the species under study that could be useful in livestock or agriculture. At the end, I report the desire achieved for the work according to my desired purpose, mentioning some suggestions that may be useful for some research on topics related to this work
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