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

How this entity was disambiguated

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 ⓘ
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 ⓘ