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Acquiring spatial data for geoinformation systems is still mainly
done by human operators who analyze images using classical
photogrammetric equipment or digitize maps, possibly assisted by
some low level image processing. Automation of these tasks is
difficult due to the complexity of the object, the topography, and
the deficiency of current pattern recognition and image analysis
tools for achieving a reliable transition from the data to the high
level description of topographic objects. It appears that progress
in automation only can be achieved by incorporating domain-specific
semantic models into the analysis procedures. This volume collects
papers which were presented at the Workshop "SMATI '97." The
workshop focused on "Semantic Modeling for the Acquisition of
Topographic Information from Images and Maps." This volume offers a
comprehensive selection of high-quality and in-depth contributions
by experts of the field coming from leading research institutes,
treating both theoretical and implementation issues and integrating
aspects of photogrammetry, cartography, computer vision, and image
understanding.
Termination proofs constitute a crucial part of program
verification. Much research about termination has been done in the
context of term rewriting systems. But until now there was little
hope that termination proofs for nontrivial programs could be
achieved automatically. This book gives a comprehensive discussion
of the termination problem in the context of logic programming.
Although logic programs pose special difficulties for termination
proofs it turns out that automation of this task is obtainable to a
much larger degree than for programs in imperative languages. A
technique for the automatic derivation of termination proofs is
presented in detail. The discussion of several nontrivial examples
illustrates its range of applicability. The approach is based on
the concept of declarative semantics, and thus makes use of an
important feature of logic programming.
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Dig World
Codie Wright
Hardcover
R698
Discovery Miles 6 980
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