operator grammar

E116654

Operator grammar is a formal linguistic framework developed by Zellig Harris that analyzes sentence structure through algebraic-like operations on strings rather than traditional phrase-structure rules.

All labels observed (1)

Label Occurrences
operator grammar canonical 1

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Statements (41)

Predicate Object
instanceOf formal grammar framework
linguistic theory
syntactic theory
aimsAt formal description of natural language syntax
analyzes strings of words
appliedTo English
other natural languages
associatedWith American structural linguistics
avoids constituent phrase-structure rules
basedOn operations on strings
contrastsWith phrase-structure grammar
transformational-generative grammar
developedBy Zellig Harris
developedIn United States of America
surface form: United States
distinguishes arguments
operators
documentedIn works of Zellig Harris on structural linguistics
emphasizes distributional analysis
operator–argument relations
field linguistics
focusesOn sentence structure
goal derive all and only grammatical sentences of a language
hasKeyConcept argument
distribution
operator
string operation
influenced later formal approaches to syntax
influencedBy mathematical formalism
originatedIn mid-20th century
proposedBy Zellig Harris
provides rules for combining operators and arguments
relatedTo dependency grammar
valency theory
represents sentences as results of operator applications
subfield syntax
supports formalization of sublanguage grammars
treats lexical items as operators and arguments
usedIn computational linguistics
information science
uses algebraic-like operations
views sentences as operator-argument constructions

How these facts were elicited

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Zellig Harris notableIdea operator grammar