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MATHEMATICAL FOUNDATION OF GIS
Geographic Information Systems (GIS) originated in the 1960s and have since become the primary tool and science for handling spatial data.
This unique compendium introduces essential mathematical knowledge related to GIS, including mathematical logic, geometry, algebra, topology, set theory, graph theory, probability theory and statistics, as well as uncertainty theory. These topics cover GIS data modeling, geometric calculations, topological analysis, spatial inference, and are helpful in understanding how to express spatial feature models, derive logical conclusions from given facts, perform coordinate transformations, and even aspects such as remote sensing image classification and machine learning.
Contents:
Spatial Modeling in GISPropositional LogicPredicate LogicLogical InferenceSet TheoryRelations and FunctionsCoordinate Systems and TransformationsAlgebraic StructuresTopologyOrdered SetsGraph TheoryFuzzy Logic and GISProbability TheoryStatistical Discriminant Analysis
Readership: Researchers, professionals, academics and graduate students in fuzzy logic, mathematical logic and geology/earth studies.
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