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Constraints in Computational Logics. Theory and Applications Book

Constraints in Computational Logics. Theory and Applications
Constraints in Computational Logics. Theory and Applications, Constraints provide a declarative way of representing infinite sets of data. They are well suited for combining different logical or programming paradigms as has been known for constraint logic programming since the 1980s and more recently for functional , Constraints in Computational Logics. Theory and Applications has a rating of 3 stars
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Constraints in Computational Logics. Theory and Applications, Constraints provide a declarative way of representing infinite sets of data. They are well suited for combining different logical or programming paradigms as has been known for constraint logic programming since the 1980s and more recently for functional , Constraints in Computational Logics. Theory and Applications
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  • Constraints in Computational Logics. Theory and Applications
  • Written by author Hubert Comon
  • Published by Springer-Verlag New York, LLC, January 2008
  • Constraints provide a declarative way of representing infinite sets of data. They are well suited for combining different logical or programming paradigms as has been known for constraint logic programming since the 1980s and more recently for functional
  • Constraints provide a declarative way of representing infinite sets of data. They are well suited for combining different logical or programming paradigms as has been known for constraint logic programming since the 1980s and more recently for functional
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Authors

1Constraints and Constraint Solving: An Introduction1
A First Approach to Constraint Based Calculi2
A Case Study of a Constraint System: Feature Constraints18
Programming with Incomplete Constraint Solvers29
Committed Choice: A More Realistic Approach33
2Constraint Solving on Terms47
The Principle of Syntactic Methods48
Unification Problems49
Dis-Unification Problems70
Ordering Constraints74
Matching Constraints76
Principles of Automata Based Constraint Solving78
Presburger Arithmetic and Classical Word Automata79
Typing Constraints and Tree Automata84
Set Constraints and Tree Set Automata88
Examples of Other Constraint Systems Using Tree Automata91
3Combining Constraint Solving104
Classification of Constraint Systems and Combination Approaches105
The Nelson-Oppen Combination Procedure112
Combination of E-Unification Algorithms119
The Logical and Algebraic Perspective129
Generalizations140
Optimization and Complexity Issues147
Open Problems152
4Constraints and Theorem Proving159
Equality Clauses160
The Purely Equational Case: Rewriting and Completion166
Superposition for General Clauses174
Saturation Procedures186
Paramodulation with Constrained Clauses189
Paramodulation with Built-in Equational Theories192
Effective Saturation of First-Order Theories194
5Functional and Constraint Logic Programming202
A Rewriting Logic for Declarative Programming204
Higher-Order Programming234
Constraint Programming252
6Building Industrial Applications with Constraint Programming271
Constraint Programming272
The CHIP System278
Application Studies280
Industrial Applications280
Case Studies286
Application Framework298
Analysis298
Does CLP Deliver?301
Limitations302
Future Trends303


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Constraints in Computational Logics. Theory and Applications, Constraints provide a declarative way of representing infinite sets of data. They are well suited for combining different logical or programming paradigms as has been known for constraint logic programming since the 1980s and more recently for functional , Constraints in Computational Logics. Theory and Applications

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Constraints in Computational Logics. Theory and Applications, Constraints provide a declarative way of representing infinite sets of data. They are well suited for combining different logical or programming paradigms as has been known for constraint logic programming since the 1980s and more recently for functional , Constraints in Computational Logics. Theory and Applications

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Constraints in Computational Logics. Theory and Applications, Constraints provide a declarative way of representing infinite sets of data. They are well suited for combining different logical or programming paradigms as has been known for constraint logic programming since the 1980s and more recently for functional , Constraints in Computational Logics. Theory and Applications

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