Modelo logístico aplicado al pronóstico diario de infectados por coronavirus en el Perú
Keywords:
Logistic Model, Daily forecast of the number of infected, Inflection Point, Maximum number of coronavirus infected, Dates of occurrenceAbstract
The problem addressed in this study consists of reliably forecasting the daily magnitude of the number of people infected with coronavirus in Peru, with adequate precision, in order to establish measures and decisions closer to the reality observed, and thus fight more effectively the disease and its evolution in the country, to those who must do it.
For this reason, we have the objective of determining the simple logistic model, centered on the inflection point of the corresponding logistic curve, of the evolution of the number of infected people, whose use will allow us to forecast this number daily.
Using the official data issued daily by the Ministry of Health, through its COVID-19 Situation Room, and making use of the properties of the logistic curve, we will estimate the magnitude of the number of infected at the inflection point, which we will take as the origin, to simplify the logistic model and give it greater simplicity in its management, for the corresponding forecast.
The determination of the logistic model will allow establishing important prognoses such as: Forecasting the number of people infected by coronavirus daily, the potential capacity of virus infection, the maximum number of people who can be infected taking into account the health response of the Peruvian Health, the dates of occurrence, etc.
The use of said model will allow the improvement of the quality in the strategies of fight against the disease and the possible social and economic impacts, facilitating the conduction and the control, to those who corresponds to do it.
Downloads
References
Sala situacional COVID-19 del Ministerio de Salud del Perú: https://covid19.minsa.gob.pe/sala-situacional.asp
Universidad John Hopkins, Centro de Ciencias de Sistemas e Ingeniería (CSSE):https://coronavirus.jhu.edu/map.html
Diario Clarín de Argentina: Edición N° 8,828 con fecha 05/junio/2020.
Diario The New York Times: Edición en español del 2020/04/30 https://www.nytimes.com/es/2020/04/30/espanol/america-latina
Portal de noticia de Microsoft News(MSN), con fecha 25/mayo/2020 https://www.msn.com/es-pe/noticias/peru
El Diario, edición con fecha 03/04/2020 https://www.eldiario.es/sociedad/ejercito-matematicos-evolucion-españa.confinamiento
Jianxi Luo: ¡When will COVID-19 end?. Predictive Monitoring of COVID-19/Data Driven Innovation Laboratory (http://ddi.sutd.edu.sg) , fechado el 11/mayo/2020, en Singapore University Of Technology and Design (http://www.sutd.edu.sg)
Mensajes televisados a la Nación.
Osval Antonio Montesinos-López y Carlos Hernández Suárez: Modelos Matemáticos para enfermedades infecciosas, (Scielo). Salud Publica de México/Vol.49, N° 3, Mayo-Junio del 2007.
Efraín de la Hoz Granadillo y Ludys López Polo: Análisis de Modelos Matemáticos de Predicción del Comportamiento de Epidemias en Grupos Sociales mediante simulación basada en Agentes. SABER, CIENCIA y LIBERTAD/Volumen11, N° 2, Julio-Diciembre del 2006.
Anna Vidal, Francisco José Borges y Vicente D. Estruch: Modelos matemáticos en un problema de epidemias/Universitat Politécnica de Valencia (Campus de Gandia)/Instituto Universitario de Matemática Pura y Aplicada/Revista: Modelling in Science Education and Learning. Volumen 9 (2), 2016.
Juan Navas Ureña: Laboratorio De modelos matemáticos en biología/Universidad de Jaén/Departamento de Matemáticas/Jaén/España/julio de 2002.
Emilene carmelita, Pliego Pliego 2011: Modelos Epistemológicos de Enfermedades, Virales Infecciosas/Benemérita Universidad autónoma de Puebla/Facultad de Ciencias Físico-Matemáticas/Puebla Puebla México/Junio de 2011.
Zill Dennis G. (2009): Ecuaciones Diferenciales con aplicaciones de modelado. México: Cengage Learning.
Stewart J. (2001). Calculus: Concept and Contexts, single variable (2nd.ed.).Brooks/Cole. Thonson Learning. Pacific Grove, California. USA.
Verdes M. (2015): Síntesis de dinámica de poblaciones, con aplicación na sistemas de pesca/capturas (Tesis de Maestría). Universidad Nacional de Educación a Distancia. Madrid, España.
Universidad de Valencia, Master en Ciencias Actuariales y Financieras, Modulo de Métodos Cuantitativos, Curso: 2011- 2012. https://www.uv.es/mlejarza/actuariales/modulos%20de%20supervivencia/THMS.pdf.
Published
How to Cite
Issue
Section
License
Copyright (c) 2020 Mg. Geraldo Schabauer Picasso, Dr. Guillermo Baca Calderón

This work is licensed under a Creative Commons Attribution 4.0 International License.