Spatial statistics are useful in subjects as diverse as
climatology, ecology, economics, environmental and earth sciences,
epidemiology, image analysis and more. This book covers the
best-known spatial models for three types of spatial data:
geostatistical data (stationarity, intrinsic models, variograms,
spatial regression and space-time models), areal data (Gibbs-Markov
fields and spatial auto-regression) and point pattern data
(Poisson, Cox, Gibbs and Markov point processes). The level is
relatively advanced, and the presentation concise but complete.
The most important statistical methods and their asymptotic
properties are described, including estimation in geostatistics,
autocorrelation and second-order statistics, maximum likelihood
methods, approximate inference using the pseudo-likelihood or
Monte-Carlo simulations, statistics for point processes and
Bayesian hierarchical models. A chapter is devoted to Markov Chain
Monte Carlo simulation (Gibbs sampler, Metropolis-Hastings
algorithms and exact simulation).
A large number of real examples are studied with R, and each
chapter ends with a set of theoretical and applied exercises. While
a foundation in probability and mathematical statistics is assumed,
three appendices introduce some necessary background. The book is
accessible to senior undergraduate students with a solid math
background and Ph.D. students in statistics. Furthermore,
experienced statisticians and researchers in the above-mentioned
fields will find the book valuable as a mathematically sound
reference.
This book is the English translation of Modelisation et
Statistique Spatiales published by Springer in the series
Mathematiques & Applications, a series established by Societe
de Mathematiques Appliquees et Industrielles (SMAI)."
General
Is the information for this product incomplete, wrong or inappropriate?
Let us know about it.
Does this product have an incorrect or missing image?
Send us a new image.
Is this product missing categories?
Add more categories.
Review This Product
No reviews yet - be the first to create one!