Individual-based model (IBM) has been used to simulate and to design control strategies for dynamic systems that are subject to stochasticity and heterogeneity, such as infectious diseases. In the IBM, an individual is represented by a set of specific characteristics that may change dynamically over time. This feature allows a more realistic analysis of the spread of an epidemic. This paper presents a literature survey of IBM applied to biomedical and epidemiology research. The main goal is to present existing techniques, advantages and future perspectives in the development of the model. We evaluated 89 articles, which mostly analyze interventions aimed at endemic infections. In addition to the review, an overview of IB...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...
Individual-based model (IBM) has been used to simulate and to design control strategies for dynami...
Today, infectious diseases represent a threatening concern for human health. Understanding their tra...
Abstract Background Individual-based models (IBMs) are useful to simulate events subject to stochast...
The mathematical modelling of infectious diseases is a large research area with a wide literature. I...
The classical susceptible-infectious-recovered (SIR) model, originated from the seminal papers of Ro...
Mathematical models are powerful tools for simulating plausible epidemic spread scenarios and for ev...
Mathematical modeling is an essential tool in epidemiology. Models are constructed to describe the s...
Mathematical modeling is a powerful tool used to study the dynamical processes of disease networks. ...
Biological processes occur at distinct but interlinked scalesof organization. Yet, mathematical mode...
The goal of this work is to develop a mathematical model to analyze the spread of COVID-19 infection...
The simplest epidemiologic model composed by mutually exclusive compartments SIR (susceptible-infec...
The modelling of contact processes between hosts is of key importance in epidemiology. Current studi...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...
Individual-based model (IBM) has been used to simulate and to design control strategies for dynami...
Today, infectious diseases represent a threatening concern for human health. Understanding their tra...
Abstract Background Individual-based models (IBMs) are useful to simulate events subject to stochast...
The mathematical modelling of infectious diseases is a large research area with a wide literature. I...
The classical susceptible-infectious-recovered (SIR) model, originated from the seminal papers of Ro...
Mathematical models are powerful tools for simulating plausible epidemic spread scenarios and for ev...
Mathematical modeling is an essential tool in epidemiology. Models are constructed to describe the s...
Mathematical modeling is a powerful tool used to study the dynamical processes of disease networks. ...
Biological processes occur at distinct but interlinked scalesof organization. Yet, mathematical mode...
The goal of this work is to develop a mathematical model to analyze the spread of COVID-19 infection...
The simplest epidemiologic model composed by mutually exclusive compartments SIR (susceptible-infec...
The modelling of contact processes between hosts is of key importance in epidemiology. Current studi...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...
BackgroundAn understanding of epidemiological dynamics, once confined to mathematical epidemiologist...