Abstract
The combination of the paradigms of shape algebras and predicate logic representations is a paradigm capable of modeling maps that can support emergent features. First-order predicate logic provides a natural intuitive way of representing spatial relations in the development of complete computer systems for geometric reasoning. Shape-algebraic formalisms have advantages over more traditional representations of geometric objects. Here I will illustrate the definition of high-level spatial relations from a small set of simple structures, with examples from the domain of geographic information systems.
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