Spatial mathematics : theory and practice through mapping
 Author/Creator
 Arlinghaus, Sandra L. (Sandra Lach) author.
 Language
 English.
 Publication
 Boca Raton : CRC Press, Taylor & Francis Group, [2014]
 Copyright notice
 ©2014
 Physical description
 xxviii, 272 pages : illustrations (chiefly color), maps ; 25 cm
Access
Available online

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Unknown
G70.23 .A77 2014

Unknown
G70.23 .A77 2014
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Contributors
 Contributor
 Kerski, Joseph J., author.
Contents/Summary
 Bibliography
 Includes bibliographical references (pages 255261) and index.
 Contents

 Geometry of the Sphere Introduction Theory: Earth Coordinate Systems Theory: Earth's SeasonsA Visual Display Theory: Precision of Latitude and Longitude Values Other Earth Models Practice Using Selected Concepts from This Chapter Related Theory and Practice: Access through QR Codes Location, Trigonometry, and Measurement of the Sphere Introduction: Relative and Absolute Location Location and Measurement: From Antiquity to Today Practice: Measuring the Circumference of the Earth Using GPS Measuring Positions on the Earth Surface, and Fractions Other Common Coordinate Systems Practice: Coordinates Using Different Systems Theory: Visual Trigonometry Review Practice: Find the Length of One Degree on the EarthSphere Practice: Determine Sun Angles at Different Seasons of the Year Practice: Work with Measurement, the Graticule, and Map Projections Summary and Looking Ahead Related Theory and Practice: Access through QR Codes Transformations: Analysis and Raster/Vector Formats Transformations Partition: PointLineArea Transformations Set Theory Raster and Vector Mapping: Know Your File Formats Practice Using Selected Concepts from this Chapter Related Theory and Practice: Access through QR Codes Replication of Results: Color and Number Introduction BackgroundColor Color Straws and Color Voxels Color Ramps: Alternate Metrics Algebraic Aspects of Ratios Pixel Algebra Preservation of the Aspect Ratio Image Security Theory Finale Practice Using Selected Concepts from This Chapter Related Theory and Practice: Access through QR Codes Scale Introduction Scale Change The Dot Density Map: Theory and Example Practice Using Selected Concepts from This Chapter Related Theory and Practice: Access through QR Codes Partitioning of Data: Classification and Analysis Introduction The Choice of Data Ranges Normalizing Data Inside, Outside, Wrong Side Around Making Something From Nothing? Practice Using Selected Concepts from This Chapter Related Theory and Practice: Access through QR Codes Visualizing Hierarchies Introduction Hierarchies: Census Data Thinking Outside the Pixel Practice Using Selected Concepts from This Chapter Related Theory and practice: Access through QR Codes Distribution of Data: Selected Concepts Introduction Ann Arbor, MichiganTornado Siren Infill Project Educational and Marketing Efforts to the Public Examining the Distribution of Tornado Data Activity: Examining the Distribution of Tornado Data Mean Center and Standard Deviational Ellipse Activities Using Mean Center and Standard Deviational Ellipse Related Theory and Practice: Access through QR Codes Appendix of Media Commentary Map Projections Introduction In the news Looking at Maps and Their Underlying Projections Sampling Projection Distortion Some Projection Characteristics Pseudo or Miscellaneous Projections Contemporary Approach: Web Mercator Auxiliary Sphere Projection Sampling the Environment: The Degree Confluence Project Practice Using Selected Concepts from This Chapter Around the Theoretical Corner? Exercises Related Theory and Practice: Access through QR Codes Integrating Past, Present, and Future Approaches Introduction From the Classics to the Modern: Past and Present A NonEuclidean Future? Practice Using Selected Concepts from the Chapter Graph Theory and Topology: Discrete and Continuous Spatial Mathematics Putting It All Together: Theory Related Theory and Practice: Access through QR Codes Glossary References, Further Reading, and Related Materials.
 (source: Nielsen Book Data)
 Publisher's Summary
 In terms of statistics, GIS offers many connections. With GIS, data are gathered, displayed, summarized, examined, and interpreted to discover patterns. Spatial Mathematics: Theory and Practice through Mapping uses GIS as a platform to teach mathematical concepts and skills through visualization of numbers. It examines theory and practice from disparate academic disciplines such as geography, mathematics, physics, and general social science. This approach allows students to grapple with biodiversity, crime, natural hazards, climate, energy, water, and other relevant realworld issues of the twentyfirst century. Includes QR Codes Linked to Animated Maps, a Mapping Activity Site, or to an Interactive Webpage, Creating an Interactive Resource That Stays Relevant The book integrates competing philosophical views of the world: synthesis and analysis. These two approaches yield different results and employ different tools. This book considers both approaches to looking at realworld issues that have mathematics as a critical, but often unseen, component. This approach shows readers how to use mathematics to consider the broad problem at hand and to explore diverse realms in the worlds of geography and mathematics and in their interface. A truly interdisciplinary text, the book bridges the worlds of mathematics and geography and demonstrates how they are inextricably linked. It takes advantage of the convergence in citizen science, STEM education, and mapping that help readers become critical consumers of dataunderstanding its content, quality, limitations, and benefits. It provides thorough grounding in the analytical, statistical, and computational skills required for working in any field that uses geospatial technologiesnot just surveyors and remote sensing analysts.
(source: Nielsen Book Data)
Subjects
Bibliographic information
 Publication date
 2014
 Copyright date
 2014
 Responsibility
 Sandra Lach Arlinghaus, Joseph J. Kerski.
 ISBN
 9781466505322 (hardback)
 146650532X (hardback)