Administración de empresas: Modelos para casos de producción piscícola

Giovanni E. Reyes; Mayerly Medina García

Administración de empresas: Modelos para casos de producción piscícola

Giovanni E. Reyes
, Mayerly Medina García

Universidad del Rosario

Producción científica: Contribución a revista › Artículo de Investigación › revisión exhaustiva

Resumen

Problems related to population growth constitute one of the most useful topics of applications of differential equations in management and microeconomics. Usually that sort of growth show exponential patterns, therefore it is linked to nonlinear models. Based on these aspects, the main aim of this study is the application of differential equations to a particular problem belonging to the field of management and ecological economics; it is the case of a growth pattern model evident in fish populations. This study contains a brief characterization of production functions, differential equations, and their levels of solution: (i) general; (ii) particular; and (iii) singular.

Título traducido de la contribución	Administration of companies: Models for cases of production fish
Idioma original	Portugués
Publicación	Espacios
Volumen	37
N.º	37
Estado	Publicada - 2016

ODS de las Naciones Unidas

Este resultado contribuye a los siguientes Objetivos de Desarrollo Sostenible

ODS 8: Trabajo decente y crecimiento económico

Áreas temáticas de ASJC Scopus

Gestión internacional y de empresa
Ciencia de la gestión e investigación de operaciones
Gestión tecnológica y de innovación

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abstract = "Problems related to population growth constitute one of the most useful topics of applications of differential equations in management and microeconomics. Usually that sort of growth show exponential patterns, therefore it is linked to nonlinear models. Based on these aspects, the main aim of this study is the application of differential equations to a particular problem belonging to the field of management and ecological economics; it is the case of a growth pattern model evident in fish populations. This study contains a brief characterization of production functions, differential equations, and their levels of solution: (i) general; (ii) particular; and (iii) singular.",

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T2 - Modelos para casos de producción piscícola

AU - Reyes, Giovanni E.

AU - Medina García, Mayerly

PY - 2016

Y1 - 2016

N2 - Problems related to population growth constitute one of the most useful topics of applications of differential equations in management and microeconomics. Usually that sort of growth show exponential patterns, therefore it is linked to nonlinear models. Based on these aspects, the main aim of this study is the application of differential equations to a particular problem belonging to the field of management and ecological economics; it is the case of a growth pattern model evident in fish populations. This study contains a brief characterization of production functions, differential equations, and their levels of solution: (i) general; (ii) particular; and (iii) singular.

AB - Problems related to population growth constitute one of the most useful topics of applications of differential equations in management and microeconomics. Usually that sort of growth show exponential patterns, therefore it is linked to nonlinear models. Based on these aspects, the main aim of this study is the application of differential equations to a particular problem belonging to the field of management and ecological economics; it is the case of a growth pattern model evident in fish populations. This study contains a brief characterization of production functions, differential equations, and their levels of solution: (i) general; (ii) particular; and (iii) singular.

UR - https://www.scopus.com/pages/publications/85013459723

UR - https://www.scopus.com/pages/publications/85013459723#tab=citedBy

M3 - Artículo de Investigación

AN - SCOPUS:85013459723

SN - 0798-1015

VL - 37

JO - Espacios

JF - Espacios

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ER -

Administración de empresas: Modelos para casos de producción piscícola

Resumen

ODS de las Naciones Unidas

Áreas temáticas de ASJC Scopus

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