Failure tabled constraint logic programming by interpolation

We present a new execution strategy for constraint logic programs called Failure Tabled CLP. Similarly to Tabled CLP our strategy records certain derivations in order to prune further derivations. However, our method only learns from failed derivations. This allows us to compute interpolants rather...

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Veröffentlicht in:Theory and practice of logic programming Jg. 13; H. 4-5; S. 593 - 607
Hauptverfasser: GANGE, GRAEME, NAVAS, JORGE A., SCHACHTE, PETER, SØNDERGAARD, HARALD, STUCKEY, PETER J.
Format: Journal Article
Sprache:Englisch
Veröffentlicht: Cambridge, UK Cambridge University Press 01.07.2013
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ISSN:1471-0684, 1475-3081
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Abstract We present a new execution strategy for constraint logic programs called Failure Tabled CLP. Similarly to Tabled CLP our strategy records certain derivations in order to prune further derivations. However, our method only learns from failed derivations. This allows us to compute interpolants rather than constraint projection for generation of reuse conditions. As a result, our technique can be used where projection is too expensive or does not exist. Our experiments indicate that Failure Tabling can speed up the execution of programs with many redundant failed derivations as well as achieve termination in the presence of infinite executions.
AbstractList We present a new execution strategy for constraint logic programs called Failure Tabled CLP . Similarly to Tabled CLP our strategy records certain derivations in order to prune further derivations. However, our method only learns from failed derivations . This allows us to compute interpolants rather than constraint projection for generation of reuse conditions . As a result, our technique can be used where projection is too expensive or does not exist. Our experiments indicate that Failure Tabling can speed up the execution of programs with many redundant failed derivations as well as achieve termination in the presence of infinite executions.
We present a new execution strategy for constraint logic programs called Failure Tabled CLP. Similarly to Tabled CLP our strategy records certain derivations in order to prune further derivations. However, our method only learns from failed derivations. This allows us to compute interpolants rather than constraint projection for generation of reuse conditions. As a result, our technique can be used where projection is too expensive or does not exist. Our experiments indicate that Failure Tabling can speed up the execution of programs with many redundant failed derivations as well as achieve termination in the presence of infinite executions.
Abstract We present a new execution strategy for constraint logic programs called Failure Tabled CLP. Similarly to Tabled CLP our strategy records certain derivations in order to prune further derivations. However, our method only learns from failed derivations. This allows us to compute interpolants rather than constraint projection for generation of reuse conditions. As a result, our technique can be used where projection is too expensive or does not exist. Our experiments indicate that Failure Tabling can speed up the execution of programs with many redundant failed derivations as well as achieve termination in the presence of infinite executions. [PUBLICATION ABSTRACT]
Author GANGE, GRAEME
SCHACHTE, PETER
SØNDERGAARD, HARALD
STUCKEY, PETER J.
NAVAS, JORGE A.
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Cites_doi 10.2307/2963593
10.1145/1594834.1480898
10.7551/mitpress/5625.001.0001
10.3233/SAT190086
10.1007/s10009-007-0044-z
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Snippet We present a new execution strategy for constraint logic programs called Failure Tabled CLP. Similarly to Tabled CLP our strategy records certain derivations...
We present a new execution strategy for constraint logic programs called Failure Tabled CLP . Similarly to Tabled CLP our strategy records certain derivations...
Abstract We present a new execution strategy for constraint logic programs called Failure Tabled CLP. Similarly to Tabled CLP our strategy records certain...
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SubjectTerms Derivation
Failure
Interpolation
Logic programming
Projection
Redundant
Regular Papers
Reuse
Strategy
Title Failure tabled constraint logic programming by interpolation
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