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A rationale for conditional equational programming
Nachum Dershowitz
*
, Mitsuhiro Okada
*
Corresponding author for this work
University of Illinois
Concordia University
Research output
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Contribution to journal
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Article
›
peer-review
63
Scopus citations
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Keyphrases
Built-in Predicates
50%
Conditional Equations
50%
Conditional Term Rewriting
100%
Correctness Properties
50%
Expressive Power
50%
Functional Programming
100%
Ground Confluence
50%
Higher-order Terms
50%
Language-based
50%
Left-to-right
50%
Logic Programming
100%
Operational Mechanism
50%
Prolog
50%
Computer Science
Conditional Equation
50%
Expressive Power
50%
Free Variable
50%
Functional Programming
100%
Ground Confluence
50%
Logic Programming
100%
Engineering
Free Variable
100%
Input Term
100%
Mathematics
Conditionals
100%
Expressive Power
20%
Free Variable
20%
Logic Programming
40%