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Mathematical and Statistical Estimation Approaches in Epidemiology

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Cover of 'Mathematical and Statistical Estimation Approaches in Epidemiology'

Table of Contents

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    Book Overview
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    Chapter 1 The Basic Reproduction Number of Infectious Diseases: Computation and Estimation Using Compartmental Epidemic Models
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    Chapter 2 Stochastic Epidemic Modeling
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    Chapter 3 Two Critical Issues in Quantitative Modeling of Communicable Diseases: Inference of Unobservables and Dependent Happening
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    Chapter 4 The Chain of Infection, Contacts, and Model Parametrization
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    Chapter 5 The Effective Reproduction Number as a Prelude to Statistical Estimation of Time-Dependent Epidemic Trends
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    Chapter 6 Sensitivity of Model-Based Epidemiological Parameter Estimation to Model Assumptions
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    Chapter 7 An Ensemble Trajectory Method for Real-Time Modeling and Prediction of Unfolding Epidemics: Analysis of the 2005 Marburg Fever Outbreak in Angola
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    Chapter 8 Statistical Challenges in BioSurveillance
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    Chapter 9 Death Records from Historical Archives: A Valuable Source of Epidemiological Information
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    Chapter 10 Sensitivity Analysis for Uncertainty Quantification in Mathematical Models
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    Chapter 11 An Inverse Problem Statistical Methodology Summary
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    Chapter 12 The Epidemiological Impact of Rotavirus Vaccination Programs in the United States and Mexico
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    Chapter 13 Spatial and Temporal Dynamics of Rubella in Peru, 1997–2006: Geographic Patterns, Age at Infection and Estimation of Transmissibility
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    Chapter 14 The Role of Nonlinear Relapse on Contagion Amongst Drinking Communities
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