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What is Basic Reproduction Number (R0)

Handbook of Research on Computational Science and Engineering: Theory and Practice
The number of secondary cases that can be expected from a typical infectious individual in an otherwise wholly susceptible population.
Published in Chapter:
Improving Computational Models and Practices: Scenario Testing and Forecasting the Spread of Infectious Disease
Iain Barrass (Health Protection Agency, UK) and Joanna Leng (Visual Conclusions, UK)
DOI: 10.4018/978-1-61350-116-0.ch018
Abstract
Since infectious diseases pose a significant risk to human health many countries aim to control their spread. Public health bodies faced with a disease threat must understand the disease’s progression and its transmission process. From this understanding it is possible to evaluate public health interventions intended to decrease impacts on the population. Commonly, contingency planning has been achieved through epidemiological studies and the use of relatively simple models. However, computational methods increasingly allow more complex, and potentially more realistic, simulations of various scenarios of the control of the spread of disease. However, understanding computational results from more sophisticated models can pose considerable challenges. A case study of a system combining a complex infectious disease model with interactive visualization and computational steering tools shows some of the opportunities this approach offers to infectious disease control.
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Urbanization and Emergence of Infectious Diseases
The predicted figure of occurrence directly caused by an infection in a vulnerable inhabitant throughout their infectious period. It measures the transmission capability of a disease.
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