Keep Up to Date with the Evolving Landscape of Space and Space-Time Data Analysis and Modeling Since the publication of the first edition, the statistical landscape has substantially changed for analyzing space and space-time data. More than twice the size of its predecessor, Hierarchical Modeling and Analysis for Spatial Data, Second Edition reflects the major growth in spatial statistics as both a research area and an area of application. New to the Second Edition New chapter on spatial point patterns developed primarily from a modeling perspective New chapter on big data that shows how the predictive process handles reasonably large datasets New chapter on spatial and spatiotemporal gradient modeling that incorporates recent developments in spatial boundary analysis and wombling New chapter on the theoretical aspects of geostatistical (point-referenced) modeling Greatly expanded chapters on methods for multivariate and spatiotemporal modeling New special topics sections on data fusion/assimilation and spatial analysis for data on extremes Double the number of exercises Many more color figures integrated throughout the text Updated computational aspects, including the latest version of WinBUGS, the new flexible spBayes software, and assorted R packages The Only Comprehensive Treatment of the Theory, Methods, and Software This second edition continues to provide a complete treatment of the theory, methods, and application of hierarchical modeling for spatial and spatiotemporal data. It tackles current challenges in handling this type of data, with increased emphasis on observational data, big data, and the upsurge of associated software tools. The authors also explore important application domains, including environmental science, forestry, public health, and real estate.
Yet to date, the few books that address the subject have been either too narrowly focused on specific aspects of spatial analysis,
The target audience for this text is public health specialists, epidemiologists, and biostatisticians who need to work with geo-referenced health data.
The theoretical upper bound is 2 l/Z N Z Z wij(Yi — 7) Ills N if' "=1 N N 221147 ZZ i;éjj=1 i=1 (cf. Cliff and Ord 1981, p. 21; Haining 1990, p. 234; Bailey and Gatrell 1995, p. 270). Moran's I is very similar to Pearson's ...
Imai K, Ying L, Strauss A (2008) Bayesian and likelihood inference for 2×2 ecological tables: An incomplete data approach. Political Analysis, 16, 41–69. Ishwaran H, James L (2001) Gibbs sampling methods for stick-breaking priors.
Wolshon, B., Lambert, L.: Convertible Lanes and Roadways, National Cooperative Highway Research Program, Synthesis 340, Transportation Research Board, National Research Council, Washington DC, 92 pp (2004) 5.
This book is a comprehensive and illustrative treatment of basic statistical theory and methods for spatial data analysis, employing a model-based and frequentist approach that emphasizes the spatial domain.
The intervention for low - birth - weight children is described by Brooks - Gunn , Liaw , and Klebanov ( 1992 ) and Hill , Brooks - Gunn , and Waldfogel ( 2003 ) . Imbalance plots such as Figure 10.3 are commonly used ; see Hansen ...
The world is becoming increasingly complex, with larger quantities of data available to be analyzed. It so happens that much of these "big data" that are available are spatio-temporal in...
Design and Analysis of Cross-Over Trials, 2nd Edition Byron Jones and Michael G. Kenward (2003) 99. ... Hierarchical Modeling and Analysis for Spatial Data Sudipto Banerjee, Bradley P. Carlin, and Alan E. Gelfand (2004) 102.
294 DOUBLE HOLMS model (Engel, 1995) takes the form * = 0 + ny; 1. This is a DHCLM with p = 0, V(0) = 1 and b = 0, which is in fact the JGLM described in Chapter 4. The ARCH(1) model can be extended to the generalized ARCH (GARCH) model ...