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Spatial Autocorrelation and Spatial Filtering

Gaining Understanding Through Theory and Scientific Visualization

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  • © 2003

Overview

  • This book is about spatial statistics and spatial analysis.-
  • The large number of georeferenced data analysis from various parts of the world is of particular interest to the reader.
  • These datasets contain interval/ratio, binary, percentage and counts variables.- Enables the reader to effectively visualize and analyze spatial autocorrelation latent n georeferenced data.

Part of the book series: Advances in Spatial Science (ADVSPATIAL)

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Table of contents (8 chapters)

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About this book

Exploiting the old maxim that "a picture is worth a thousand words," scientific visualization may be defined as the transformation of numerical scientific data into informative graphical displays. It introduces a nonverbal model into subdisciplines that hitherto employed mostly or only mathematical or verbal-conceptual models. The focus of this monograph is on how scientific visualization can help revolutionize the manner in which the tendencies for (dis)similar numerical values to cluster together in location on a map are explored and analyzed, affording spatial data analyses that are better understood, presented, and used. In doing so, the concept known as spatial autocorrelation - which characterizes these tendencies and is one of the key features of georeferenced data, or data tagged to the earth's surface - is further de-mystified. This self-correlation arises from relative locations in geographic space.

Reviews

From the reviews:

"Daniel Griffith here makes an effort to expand the methodological toolbox of spatial analysis by presenting, analyzing, and meticulously demonstrating with numerous examples, the applications of spatial filtering … . In sum, many readers will find the book an appealing source of geographic and statistical material, richly supplemented by the use of scientific visualization … . Conceivably, spatial researchers will appreciate its invigorating introduction to mathematical-geographical properties of spatial datasets, and the statisticians will enjoy its many witty and challenging examples." (Oleg Smirnov, Journal of Regional Science, Vol. 44 (3), 2004)

Authors and Affiliations

  • Department of Geography, Syracuse University, Syracuse, USA

    Daniel A. Griffith

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