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9780471468998

Statistical Analysis of Geographic Information with ArcView GIS And ArcGIS

by ;
  • ISBN13:

    9780471468998

  • ISBN10:

    0471468991

  • Edition: 1st
  • Format: Hardcover
  • Copyright: 2005-10-20
  • Publisher: WILEY
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Supplemental Materials

What is included with this book?

Summary

Statistical Analysis and Modeling of Geographic Information with ArcView GIS is an update to Lee and Wong's Statistical Analysis with ArcView GIS, featuring expanded coverage of classical statistical methods, probability and statistical testing, new student exercises to facilitate classroom use, new exercises featuring interactive ArcView Avenue scripts, and a new overview of compatible spatial analytical functions in ArcGIS 9.0.

Author Biography

David W. S. Wong, PhD, is Professor and Chair of the Earth Systems and GeoInformation Sciences Program at George Mason University in Fairfax, Virginia.

Jay Lee, PhD, is Professor and Chair of the Department of Geography at Kent State University in Kent, Ohio.

Table of Contents

Preface xiii
Acknowledgments xvii
Introduction
1(44)
Why Statistics and Sampling?
1(5)
What Are Special about Spatial Data?
6(5)
MAUP---The Modifiable Areal Unit Problem
7(2)
Spatial Autocorrelation
9(2)
Spatial Data and the Need for Spatial Analysis/Statistics
11(2)
Fundamentals of Spatial Analysis and Statistics
13(15)
Scales of Measurement
13(9)
Mathematical Notations
22(3)
Scale, Extent, and Projection
25(3)
ArcView Notes---Data Model and Examples
28(17)
Data Model Used in ArcView GIS
30(1)
Random Sampling---the Generic Way
30(5)
Random and Systematic Point Sampling---an Extended Function
35(6)
References
41(1)
Exercises
42(3)
PART I CLASSICAL STATISTICS
45(138)
Distribution Descriptors: One Variable (Univariate)
47(46)
Measures of Central Tendency
47(9)
Mode
48(2)
Median
50(2)
Mean
52(3)
Grouped or Weighted Mean
55(1)
Measures of Dispersion
56(9)
Range, Minimum, Maximum, and Percentiles
57(1)
Mean Deviation
58(2)
Variance and Standard Deviation
60(3)
Weighted Variance and Weighted Standard Deviation
63(2)
Coefficient of Variation
65(1)
ArcView Examples
65(4)
Descriptive Statistics
66(3)
Higher Moment Statistics
69(5)
Skewness and Kurtosis
69(5)
ArcView Examples
74(10)
Additional Statistics
81(3)
Application Example
84(7)
Summary
91(2)
References
91(1)
Exercises
91(2)
Relationship Descriptors: Two Variables (Bivariate)
93(34)
Correlation Analysis
94(3)
Correlation: Nominal Scale
97(6)
Nominal Scale and Binary: Phi Coefficient
97(3)
Nominal Scale and Polychotomous: Chi-Square Statistic
100(3)
Correlation: Ordinal Scale
103(2)
Correlation: Interval/Ratio Scale
105(3)
Trend Analysis
108(7)
Simple Linear Regression Models
108(3)
Coefficient of Determination
111(1)
Empirical Examples
112(3)
ArcView Notes
115(7)
Application Examples
122(5)
Reference
124(1)
Exercises
124(3)
Hypothesis Testers
127(56)
Probability Concepts
128(2)
Probability Functions
130(11)
Binomial Distribution
131(2)
Poisson Distribution
133(3)
Normal Distribution
136(4)
ArcView Notes
140(1)
Central Limit Theorem and Confidence Intervals
141(2)
Hypothesis Testing
143(3)
ArcView Notes
146(1)
Types of Error
146(1)
Parametric Test Statistics
146(7)
Difference in Variances
147(1)
ArcView Note
148(5)
Difference in Means
153(10)
Small Sample Size
153(3)
Large Sample Size
156(1)
ArcView Note
157(6)
Difference Between a Mean and a Fixed Value
163(1)
ArcView Note
164(1)
Significance of Pearson's Correlation Coefficient
164(4)
ArcView Note
165(3)
Significance of Regression Parameters
168(4)
ArcView Note
169(3)
Testing Nonparametric Statistics
172(6)
Chi-Square Statistic
172(1)
ArcView Note
173(2)
Spearman's Rank Correlation Coefficient
175(1)
ArcView Note
176(1)
Kolmogorov-Smirnov Test
176(2)
ArcView Note
178(1)
Summary
178(5)
References
179(1)
Exercises
179(4)
PART II SPATIAL STATISTICS
183(236)
Point Pattern Descriptors
185(33)
The Nature of Point Features
185(2)
Central Tendency of Point Distributions
187(10)
Mean Center
189(3)
Weighted Mean Center
192(3)
Median Center
195(2)
Dispersion and Orientation of Point Distributions
197(11)
Standard Distance
198(5)
Standard Deviational Ellipses
203(5)
ArcView Notes
208(6)
Application Examples
214(4)
References
215(1)
Exercises
216(2)
Point Pattern Analyzers
218(62)
Scale and Extent
219(2)
Quadrat Analysis
221(16)
General Concepts in Quadrat Analysis
222(4)
Comparing Observed and Expected Distributions Using the K-S test
226(6)
Comparing Observed and Expected Patterns Using the Variance-Mean Ratio
232(5)
Ordered Neighbor Analysis
237(16)
Nearest Neighbor Statistic
239(4)
Testing for Pattern Using the Nearest Neighbor Statistic
243(3)
Higher-Order Neighbor Statistics
246(2)
Boundary Adjustments of the Nearest Neighbor Statistics
248(5)
K-Function
253(7)
Spatial Autocorrelation of Points
260(10)
Measures for Spatial Autocorrelation
261(3)
Significance Testing of Spatial Autocorrelation Measures
264(6)
Application Examples
270(10)
References
275(2)
Exercises
277(3)
Line Pattern Analyzers
280(47)
The Nature of Linear Features: Vectors and Networks
280(3)
Characteristics and Attributes of Linear Features
283(6)
Geometric Characteristics of Linear Features
283(1)
Spatial Attributes of Linear Features: Length
284(2)
Spatial Attributes of Linear Features: Orientation and Direction
286(1)
ArcView Example: Linear Attributes
287(2)
Directional Statistics
289(15)
Exploring Statistics for Liner Features
290(4)
Directional Mean
294(5)
Circular Variance
299(3)
ArcView Example: Directional Statistics
302(2)
Network Analysis
304(10)
Spatial Attribute of Network Features: Connectivity or Topology
304(2)
Assessing Connectivity Level
306(3)
Evaluating Accessibility
309(3)
ArcView Example: Network Analysis
312(2)
Application Examples
314(13)
Length Attribute Analysis of Linear Features
315(2)
Application Example for Directional Statistics
317(2)
Application Example for Network Analysis
319(5)
References
324(1)
Exercises
324(3)
Polygon Pattern Analyzers
327(92)
Introduction
327(1)
Spatial Relationships
328(2)
Spatial Dependency
330(4)
Spatial Weights Matrices
334(15)
Neighborhood Definitions
335(1)
Binary Connectivity Matrix
336(3)
Stochastic or Row-Standardized Weights Matrix
339(2)
Centroid Distances
341(2)
Nearest Distances
343(2)
ArcView Example: Spatial Weights Matrices
345(4)
Spatial Autocorrelation Statistics and Notations
349(4)
Joint Count Statistics
353(14)
Free Sampling
355(6)
Randomization Sampling
361(6)
Spatial Autocorrelation Global Statistics
367(20)
Moran's I
367(6)
Geary's Ratio
373(3)
General G-Statistic
376(6)
ArcView Example: Global Statistics for Spatial Autocorrelation
382(5)
Local Spatial Autocorrelation Statistics
387(8)
Local Indicators of Spatial Association
388(5)
Local G-Statistic
393(2)
Moran Scatterplot
395(10)
ArcView Example: Local Spatial Autocorrelation Statistics and Moran Scatterplot
399(6)
Bivariate Spatial Autocorrelation
405(4)
Application Examples
409(3)
Summary
412(7)
References
415(1)
Exercises
416(3)
Appendix ArcGIS Spatial Statistics Tools 419(12)
About the CD-ROM 431(2)
Index 433

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The New copy of this book will include any supplemental materials advertised. Please check the title of the book to determine if it should include any access cards, study guides, lab manuals, CDs, etc.

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