id	author	title	date	pages	extension	mime	words	sentences	flesch	summary	cache	txt
cord-311086-i4e0rdxp	Adekola, Hafeez Aderinsayo	Mathematical modeling for infectious viral disease: The COVID‐19 perspective	2020-08-17		.txt	text/plain	3277	169	41	The SEIR model with suitable adaptations has been widely applied for various disease epidemics such as chickenpox and SARS, and its relevance has been advanced for the analysis of the dynamic transmission of COVID-19 in this context. This sixchambered model was used to study the transmission mechanism of COVID-19 and the implemented prevention and control measures, with the aid of time series and kinetic modal analysis, a basic reproductive number value of 4.01 was obtained (Li, Geng, et al., 2020) . Although the mathematical models for the COVID-19 have majorly forecast few areas relating to pathogen spread such as the basic reproductive number of the SARS-CoV-2, population control measures, percentage of asymptomatic people (Nandal, 2020) . Prediction of COVID-19 transmission dynamics using a mathematical model considering behavior changes Mathematical modeling of COVID-19 transmission dynamics with a case study of Wuhan	./cache/cord-311086-i4e0rdxp.txt	./txt/cord-311086-i4e0rdxp.txt