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An Introduction to Mathematical Epidemiology

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Cover of 'An Introduction to Mathematical Epidemiology'

Table of Contents

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    Book Overview
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    Chapter 1 Introduction
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    Chapter 2 Introduction to Epidemic Modeling
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    Chapter 3 The SIR Model with Demography: General Properties of Planar Systems
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    Chapter 4 Vector-Borne Diseases
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    Chapter 5 Techniques for Computing ℛ 0 $$\mathcal{R}_{0}$$
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    Chapter 6 Fitting Models to Data
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    Chapter 7 Analysis of Complex ODE Epidemic Models: Global Stability
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    Chapter 8 Multistrain Disease Dynamics
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    Chapter 9 Control Strategies
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    Chapter 10 Ecological Context of Epidemiology
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    Chapter 11 Zoonotic Disease, Avian Influenza, and Nonautonomous Models
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    Chapter 12 Age-Structured Epidemic Models
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    Chapter 13 Class-Age Structured Epidemic Models
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    Chapter 14 Immuno-Epidemiological Modeling
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    Chapter 15 Spatial Heterogeneity in Epidemiological Models
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    Chapter 16 Discrete Epidemic Models
Attention for Chapter 3: The SIR Model with Demography: General Properties of Planar Systems
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