
Spatial Analysis in Epidemiology
by Pfeiffer, Dirk U.; Robinson, Timothy P.; Stevenson, Mark; Stevens, Kim B.; Rogers, David J.; Clements, Archie C.A.-
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Summary
Author Biography
Dirk Pfeiffer graduated in Veterinary Medicine in Germany in 1984. He obtained his PhD in Veterinary Epidemiology from Massey University, Palmerston North, New Zealand in 1994. He has worked as an academic in New Zealand until accepting a professorship in veterinary epidemiology at the Royal Veterinary College in 1999. His particular interest is the epidemiology and control of infectious diseases, and his technical expertise includes field epidemiological and ecological research methods, advanced epidemiological analysis, spatial and temporal analysis of epidemiological data, risk analysis, computer modelling of animal disease, animal health economics and development of animal health information systems. Dirk provides scientific expertise to various organizations including the European Food Safety Authority, Defra, the Food and Agriculture Organization, as well as various international governments. Timothy Robinson graduated from the University of Oxford with a degree in pure and applied biology in 1988. His PhD, at the University of Reading, was on the ecology of the African armyworm, and involved extensive fieldwork in Kenya. After his doctorate he went on to work in Zambia (1992-1996) as a field ecologist, providing technical support to the Regional Tsetse and Trypanosomiasis Control Programme. This was followed by a stint of research at the University of Oxford (1996-1999), as a zoology research fellow and a fellow of Linacre College. From 1999-2002 he was employed as a scientist at the International Livestock Research Institute (ILRI) in Nairobi, again working on diseases of livestock. From ILRI, Timothy moved to the United Nations Food and Agriculture Organisation, where he currently works in the Livestock Information, Sector Analysis and Policy Branch. Mark Stevenson is senior lecturer in veterinary epidemiology at Massey University, Palmerston North New Zealand. He received his PhD in veterinary epidemiology in 2003 from Massey University. Dr. Stevenson was awarded the Chris Baldock Prize for Early Career Researcher from the Australian Biosecurity Cooperative Research Centre in 2006 and is a member of the Australian College of Veterinary Scientists.
After completing an MSc in Agriculture in 1995 Kim Stevens worked for the Veterinary Faculty of the University of Pretoria (South Africa), first as a Technical Assistant in the Department of Veterinary Physiology and then as a Senior Technical Assistant for the Equine Research Centre. She moved to England in 2000, and joined the Royal Veterinary College in 2002 as a Clinical Research Assistant.
David Rogers is Professor of Ecology in Oxford University. His interests include population ecology of pests and vectors of disease, mathematical modelling, epidemiology and the application of remotely sensed environmental data to conservation and epidemiology/epizootiology.
Archie Clements graduated with a Bachelor of Veterinary Science degree from the University of Sydney in 1996. He then spent two years working in veterinary practice before undertaking an internship and concurrent Masters degree in Veterinary Medicine at the University of Glasgow; going on to study a PhD in veterinary epidemiology at the Royal Veterinary College, University of London, starting in October 2000. His thesis focussed on the application of new spatial analytical methods to decision-making and resource-allocation in veterinary diseases. He spent two years working as an epidemiologist at Imperial College London before moving to the School of Population Health, University of Queensland, where he is currently employed as a Senior Lecturer in epidemiology.
Table of Contents
Contents | p. v |
Abbreviations | p. ix |
Preface | p. xi |
Introduction | p. 1 |
Framework for spatial analysis | p. 2 |
Scientific literature and conferences | p. 3 |
Software | p. 4 |
Spatial data | p. 5 |
Book content and structure | p. 6 |
Datasets used | p. 6 |
Bovine tuberculosis data | p. 6 |
Environmental data | p. 6 |
Spatial data | p. 9 |
Introduction | p. 9 |
Spatial data and GIS | p. 9 |
Data types | p. 9 |
Data storage and interchange | p. 11 |
Data collection and management | p. 12 |
Data quality | p. 13 |
Spatial effects | p. 14 |
Spatial heterogeneity and dependence | p. 14 |
Edge effects | p. 14 |
Representing neighbourhood relationships | p. 15 |
Statistical significance testing with spatial data | p. 15 |
Conclusion | p. 16 |
Spatial visualization | p. 17 |
Introduction | p. 17 |
Point data | p. 17 |
Aggregated data | p. 17 |
Continuous data | p. 23 |
Effective data display | p. 23 |
Media, scale, and area | p. 23 |
Dynamic display | p. 24 |
Cartography | p. 26 |
Distance or scale | p. 26 |
Projection | p. 26 |
Direction | p. 27 |
Legends | p. 27 |
Neatlines, and locator and inset maps | p. 27 |
Symbology | p. 27 |
Dealing with statistical generalization | p. 28 |
Conclusion | p. 31 |
Spatial clustering of disease and global estimates of spatial clustering | p. 32 |
Introduction | p. 32 |
Disease cluster alarms and cluster investigation | p. 32 |
Statistical concepts relevant to cluster analysis | p. 33 |
Stationarity, isotropy, and first- and second-order effects | p. 33 |
Monte Carlo simulation | p. 33 |
Statistical power of clustering methods | p. 34 |
Methods for aggregated data | p. 34 |
Moran's I | p. 35 |
Geary's c | p. 37 |
Tango's excess events test (EET) and maximized excess events test (MEET) | p. 37 |
Methods for point data | p. 37 |
Cuzick and Edwards' k-nearest neighbour test | p. 37 |
Ripley's K-function | p. 39 |
Rogerson's cumulative sum (CUSUM) method | p. 41 |
Investigating space-time clustering | p. 41 |
The Knox test | p. 42 |
The space-time k-function | p. 42 |
The Ederer-Myers-Mantel (EMM) test | p. 43 |
Mantel's test | p. 43 |
Barton's test | p. 43 |
Jacquez's k nearest neighbours test | p. 44 |
Conclusion | p. 44 |
Local estimates of spatial clustering | p. 45 |
Introduction | p. 45 |
Methods for aggregated data | p. 46 |
Getis and Ord's local Gi(d) statistic | p. 46 |
Local Moran test | p. 47 |
Methods for point data | p. 49 |
Openshaw's Geographical Analysis Machine (GAM) | p. 49 |
Turnbull's Cluster Evaluation Permutation Procedure (CEPP) | p. 49 |
Besag and Newell's method | p. 50 |
Kulldorff's spatial scan statistic | p. 51 |
Non-parametric spatial scan statistics | p. 52 |
Example of local cluster detection | p. 53 |
Detecting clusters around a source (focused tests) | p. 56 |
Stone's test | p. 60 |
The Lawson-Waller score test | p. 61 |
Bithell's linear risk score tests | p. 62 |
Diggle's test | p. 62 |
Kulldorff's focused spatial scan statistic | p. 62 |
Space-time cluster detection | p. 63 |
Kulldorff's space-time scan statistic | p. 63 |
Example of space-time cluster detection | p. 64 |
Conclusion | p. 64 |
Spatial variation in risk | p. 67 |
Introduction | p. 67 |
Smoothing based on kernel functions | p. 67 |
Smoothing based on Bayesian models | p. 70 |
Spatial interpolation | p. 73 |
Conclusion | p. 80 |
Identifying factors associated with the spatial distribution of disease | p. 81 |
Introduction | p. 81 |
Principles of regression modelling | p. 81 |
Linear regression | p. 81 |
Poisson regression | p. 83 |
Logistic regression | p. 86 |
Multilevel models | p. 87 |
Accounting for spatial effects | p. 90 |
Area data | p. 92 |
Frequentist approaches | p. 93 |
Bayesian approaches | p. 94 |
Point data | p. 97 |
Frequentist approaches | p. 97 |
Bayesian approaches | p. 99 |
Continuous data | p. 100 |
Trend surface analysis | p. 100 |
Generalized least squares models | p. 102 |
Discriminant analysis | p. 103 |
Variable selection within discriminant analysis | p. 106 |
Conclusions | p. 107 |
Spatial risk assessment and management of disease | p. 110 |
Introduction | p. 110 |
Spatial data in disease risk assessment | p. 110 |
Spatial analysis in disease risk assessment | p. 111 |
Data-driven models of disease risk | p. 112 |
Knowledge-driven models of disease risk | p. 113 |
Static knowledge-driven models | p. 113 |
Dynamic knowledge-driven models | p. 117 |
Conclusion | p. 118 |
References | p. 120 |
Index | p. 137 |
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