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- Range_concatenation_grammars abstract "Range Concatenation Grammar (RCG) is a grammar formalism developed by Pierre Boullier in 1998 as an attempt to characterize a number of phenomena of natural language, such as Chinese numbers and German word order scrambling, which are outside the bounds of the Mildly context-sensitive languages.From a theoretical point of view, any language that can be parsed in polynomial time belongs to the subset of RCG called Positive range concatenation grammars, and reciprocally.Though intended as a variant on Groenink's Literal movement grammars, RCGs treat the grammatical process more as a proof than as a production. Whereas LMGs produce a terminal string from a start predicate, RCGs aim to reduce a start predicate (which predicates of a terminal string) to the empty string, which constitutes a proof of the terminal strings membership in the language.".
- Range_concatenation_grammars wikiPageID "26256535".
- Range_concatenation_grammars wikiPageRevisionID "602835256".
- Range_concatenation_grammars hasPhotoCollection Range_concatenation_grammars.
- Range_concatenation_grammars subject Category:Formal_languages.
- Range_concatenation_grammars subject Category:Grammar_frameworks.
- Range_concatenation_grammars type Abstraction100002137.
- Range_concatenation_grammars type Cognition100023271.
- Range_concatenation_grammars type Communication100033020.
- Range_concatenation_grammars type Concept105835747.
- Range_concatenation_grammars type Content105809192.
- Range_concatenation_grammars type FormalLanguages.
- Range_concatenation_grammars type GrammarFrameworks.
- Range_concatenation_grammars type Hypothesis105888929.
- Range_concatenation_grammars type Idea105833840.
- Range_concatenation_grammars type Language106282651.
- Range_concatenation_grammars type Model105890249.
- Range_concatenation_grammars type PsychologicalFeature100023100.
- Range_concatenation_grammars comment "Range Concatenation Grammar (RCG) is a grammar formalism developed by Pierre Boullier in 1998 as an attempt to characterize a number of phenomena of natural language, such as Chinese numbers and German word order scrambling, which are outside the bounds of the Mildly context-sensitive languages.From a theoretical point of view, any language that can be parsed in polynomial time belongs to the subset of RCG called Positive range concatenation grammars, and reciprocally.Though intended as a variant on Groenink's Literal movement grammars, RCGs treat the grammatical process more as a proof than as a production. ".
- Range_concatenation_grammars label "Range concatenation grammars".
- Range_concatenation_grammars sameAs m.0b764l5.
- Range_concatenation_grammars sameAs Q7292697.
- Range_concatenation_grammars sameAs Q7292697.
- Range_concatenation_grammars sameAs Range_concatenation_grammars.
- Range_concatenation_grammars wasDerivedFrom Range_concatenation_grammars?oldid=602835256.
- Range_concatenation_grammars isPrimaryTopicOf Range_concatenation_grammars.