32. The Role of Mathematical Models in Vaccine Development and Public Health Decision Making
- W. John W. Morrow PhD, DSc, FRCPath4,
- Nadeem A. Sheikh PhD5,
- Clint S. Schmidt PhD6,
- D. Huw Davies PhD7
Published Online: 20 JUN 2012
DOI: 10.1002/9781118345313.ch32
Copyright © 2012 Blackwell Publishing Ltd
Book Title

Vaccinology: Principles and Practice
Additional Information
How to Cite
Boily, M.-C., Brisson, M., Mâsse, B. and Anderson, R. M. (2012) The Role of Mathematical Models in Vaccine Development and Public Health Decision Making, in Vaccinology: Principles and Practice (eds W. J. W. Morrow, N. A. Sheikh, C. S. Schmidt and D. H. Davies), Wiley-Blackwell, Oxford, UK. doi: 10.1002/9781118345313.ch32
Editor Information
- 4
Seattle, WA, USA
- 5
Dendreon Corporation, Seattle, WA, USA
- 6
NovaDigm Therapeutics, Inc., Grand Forks, ND, USA
- 7
University of California at Irvine, Irvine, CA, USA
Publication History
- Published Online: 20 JUN 2012
- Published Print: 3 AUG 2012
ISBN Information
Print ISBN: 9781405185745
Online ISBN: 9781118345313
- Summary
- Chapter
- References
Keywords:
- mathematical models;
- vaccination;
- cost-effectiveness;
- clinical trial;
- public health;
- vaccine development;
- trial design
Summary
Models are increasingly being used to address a wide range of issues in public health and disease control, and combined with economic analyses, to provide insights into the optimal design of mass vaccination programs. Models are also useful to inform vaccine trial design and analysis to help identify promising vaccine candidates. Simulating trials before implementation is a very valuable tool to maximize the likelihood of identifying the true efficacy of a candidate under field trial conditions. In this chapter, we summarize key principles governing the impact of vaccines on infectious disease transmission and discuss how an understanding of these principles can be used to optimize the design of mass or targeted vaccination programmes. We also discuss how economic factors can be incorporated into mathematical models of infectious agent transmission and intervention impact. Finally, we also introduce the more novel use of mathematical models at different stage of vaccine development and efficacy assessment.
