Abstract

Computer modeling has a long history of association with epidemiology, and has improved our understanding of the theory of disease dynamics and provided insights into wildlife disease management. A summary of badger bovine TB models and their role in decision making is presented, from a simple initial SEI model, to SEIR (inclusion of a recovered category) and SEI1I2 (inclusion of two stages of disease progression) variants, and subsequent spatially-explicit individual-based models used to assess historical badger management strategies. The integration of cattle into TB models allowed comparison of the predicted impacts of different badger management strategies on cattle herd breakdown rates, and provided an economic dimension to the outputs. Estimates of R0 for bovine TB in cattle and badgers are little higher than unity implying that the disease should be relatively easy to control, which is at odds with practical experience. A cohort of recent models have suggested that combined strategies, involving management of both host species and including vaccination may be most effective. Future models of badger vaccination will need to accommodate the partial protection from infection and likely duration of immunity conferred by the currently available vaccine (BCG). Descriptions of how models could better represent the ecological and epidemiological complexities of the badger-cattle TB system are presented, along with a wider discussion of the utility of modeling for bovine TB management interventions. This includes consideration of the information required to maximize the utility of the next generation of models.

Highlights

  • Mathematical models are both a simplification of reality and a reflection of our current understanding

  • M. bovis in badgers is a chronic progressive condition, which can lead to debilitating disease and death, many infected badgers survive for years and prevalence can average about 10– 20% or higher [11]

  • Mathematical modeling has a long history with the badger-TB system

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Summary

INTRODUCTION

Mathematical models are both a simplification of reality and a reflection of our current understanding. Mathematical modeling has a long history with the badger-TB system This has ranged from modeling the dynamics of infection in badger populations, to complex two host badger and cattle systems, and simulating the impact of management to inform disease control policy (see below). If the model output is sensitive to parameter estimates that are uncertain or poorly measured, this can be used to define new research questions and to guide the collection of empirical data to fill gaps and reduce uncertainties. These new data are incorporated and the process repeated. Since reviews of badger/bTB models are already available [e.g., [20, 21]], we provide a historical narrative of the development of these models, the roles they have played in supporting decisionmaking, and our perspective on the future of modeling in this complex and challenging area of disease management

HISTORICAL REVIEW
Gassing Clean Ring Interim Live Test
Future Models of bTB in Badgers
Findings
Presenting Model Outputs to Decision Makers
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