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- Abstract_rewriting_system abstract "In mathematical logic and theoretical computer science, an abstract rewriting system (also (abstract) reduction system or abstract rewrite system; abbreviation ARS) is a formalism that captures the quintessential notion and properties of rewriting systems. In its simplest form, an ARS is simply a set (of "objects") together with a binary relation, traditionally denoted with this definition can be further refined if we index (label) subsets of the binary relation. Despite its simplicity, an ARS is sufficient to describe important properties of rewriting systems like normal forms, termination, and various notions of confluence.Historically, there have been several formalizations of rewriting in an abstract setting, each with its idiosyncrasies. This is due in part to the fact that some notions are equivalent, see below in this article. The formalization that is most commonly encountered in monographs and textbooks, and which is generally followed here, is due to Gérard Huet (1980).".
- Abstract_rewriting_system wikiPageExternalLink dershowitz90rewrite.html.
- Abstract_rewriting_system wikiPageExternalLink 458563.pdf.
- Abstract_rewriting_system wikiPageExternalLink art2.
- Abstract_rewriting_system wikiPageID "23947591".
- Abstract_rewriting_system wikiPageRevisionID "585855497".
- Abstract_rewriting_system hasPhotoCollection Abstract_rewriting_system.
- Abstract_rewriting_system subject Category:Formal_languages.
- Abstract_rewriting_system subject Category:Logic_in_computer_science.
- Abstract_rewriting_system subject Category:Rewriting_systems.
- Abstract_rewriting_system type Artifact100021939.
- Abstract_rewriting_system type Instrumentality103575240.
- Abstract_rewriting_system type Object100002684.
- Abstract_rewriting_system type PhysicalEntity100001930.
- Abstract_rewriting_system type RewritingSystems.
- Abstract_rewriting_system type System104377057.
- Abstract_rewriting_system type Whole100003553.
- Abstract_rewriting_system comment "In mathematical logic and theoretical computer science, an abstract rewriting system (also (abstract) reduction system or abstract rewrite system; abbreviation ARS) is a formalism that captures the quintessential notion and properties of rewriting systems. In its simplest form, an ARS is simply a set (of "objects") together with a binary relation, traditionally denoted with this definition can be further refined if we index (label) subsets of the binary relation.".
- Abstract_rewriting_system label "Abstract rewriting system".
- Abstract_rewriting_system label "Reduktionssystem".
- Abstract_rewriting_system sameAs Reduktionssystem.
- Abstract_rewriting_system sameAs 추상_재작성_시스템.
- Abstract_rewriting_system sameAs m.076yyzw.
- Abstract_rewriting_system sameAs Q2136420.
- Abstract_rewriting_system sameAs Q2136420.
- Abstract_rewriting_system sameAs Abstract_rewriting_system.
- Abstract_rewriting_system wasDerivedFrom Abstract_rewriting_system?oldid=585855497.
- Abstract_rewriting_system isPrimaryTopicOf Abstract_rewriting_system.