Browse using
OpenLink Faceted Browser
OpenLink Structured Data Editor
LodLive Browser
Formats
RDF:
N-Triples
N3
Turtle
JSON
XML
OData:
Atom
JSON
Microdata:
JSON
HTML
Embedded:
JSON
Turtle
Other:
CSV
JSON-LD
Faceted Browser
Sparql Endpoint
About:
Simply typed lambda calculus
An Entity of Type:
Thing
,
from Named Graph:
http://dbpedia.org
,
within Data Space:
dbpedia.org
Formal system in mathematical logic
Property
Value
dbo:
description
formal system in mathematical logic
(en)
sistema formal en lógica matemática
(es)
variante du lambda-calcul avec des types
(fr)
dbo:
wikiPageExternalLink
http://www.lfcs.inf.ed.ac.uk/reports/98/ECS-LFCS-98-381/
ftp://ftp.cs.ru.nl/pub/CompMath.Found/HBK.ps
dbo:
wikiPageWikiLink
dbr
:Type_safety
dbr
:Currying
dbr
:System_F
dbr
:Normalisation_by_evaluation
dbr
:Evaluation_strategy
dbr
:Coproduct
dbr
:Natural_deduction
dbr
:Morphism
dbr
:Parametric_polymorphism
dbc
:Lambda_calculus
dbr
:Lambda_calculus
dbr
:Recursion
dbr
:Untyped_lambda_calculus
dbr
:Joachim_Lambek
dbr
:Minimal_logic
dbr
:Set_theory
dbr
:Set_(mathematics)
dbr
:Fixed-point_combinator
dbr
:Type_constructor
dbr
:Type_erasure
dbr
:Type_inhabitation
dbr
:Typing_environment
dbr
:Typing_rule
dbr
:Decidability_(logic)
dbr
:Type_system
dbr
:Topos
dbr
:Type_theory
dbr
:Church_encoding
dbr
:Typed_lambda_calculus
dbr
:Function_type
dbr
:Dialectica_interpretation
dbr
:Function_space
dbr
:Category_of_sets
dbr
:Backus–Naur_form
dbr
:Tautology_(logic)
dbr
:Combinatory_logic
dbr
:Equivalence_class
dbr
:Completeness_(logic)
dbr
:Principal_type
dbr
:Cartesian_product
dbr
:Intuitionistic_logic
dbr
:Dependent_type
dbr
:Closed_monoidal_category
dbr
:Alonzo_Church
dbc
:Type_theory
dbr
:Polynomial
dbr
:Functor
dbr
:Operational_semantics
dbr
:Apply
dbc
:Theory_of_computation
dbr
:Product_(category_theory)
dbr
:Simply_typed_lambda_calculus
dbr
:Natural_number
dbr
:Type_inference
dbr
:Grzegorczyk_hierarchy
dbr
:LF_(logical_framework)
dbr
:Beta_reduction
dbr
:Hindley–Milner_type_inference
dbr
:Equational_theory
dbr
:Call_by_value
dbr
:Linear_type_system
dbr
:Elementary_recursive
dbr
:Strong_normalization
dbr
:Turing_complete
dbr
:Final_object
dbr
:Call_by_name
dbr
:Church_numeral
dbr
:Curry–Howard_isomorphism
dbr
:Internal_language
dbr
:Recursive_type
dbr
:Unification_(computing)
dbr
:Cartesian_closed_categories
dbr
:Eta_reduction
dbr
:Normalization_property_(lambda-calculus)
dbr
:Object_(category_theory)
dbr
:Programming_language_for_Computable_Functions
dbp:
bot
medic
(en)
dbp:
date
May 2025
(en)
dbp:
wikiPageUsesTemplate
dbt
:Cite_web
dbt
:Reflist
dbt
:Notelist
dbt
:Cite_journal
dbt
:Dead_link
dbt
:Alonzo_Church
dbt
:R
dbt
:ISBN
dbt
:Cbignore
dbt
:Mono
dbt
:SEP
dbt
:Efn
dbt
:Tmath
dbt
:Short_description
dct:
subject
dbc
:Lambda_calculus
dbc
:Type_theory
dbc
:Theory_of_computation
rdfs:
label
Simply typed lambda calculus
(en)
Λ-λογισμός με απλούς τύπους
(el)
Cálculo lambda simplemente tipado
(es)
Cálculo lambda simplesmente tipado
(pt)
Просто типизированное лямбда-исчисление
(ru)
简单类型λ演算
(zh)
owl:
sameAs
freebase
:Simply typed lambda calculus
wikidata
:Simply typed lambda calculus
dbpedia-zh
:Simply typed lambda calculus
dbpedia-pt
:Simply typed lambda calculus
dbpedia-es
:Simply typed lambda calculus
dbpedia-ru
:Simply typed lambda calculus
dbpedia-el
:Simply typed lambda calculus
dbpedia-global
:Simply typed lambda calculus
prov:
wasDerivedFrom
wikipedia-en
:Simply_typed_lambda_calculus?oldid=1292509057&ns=0
foaf:
isPrimaryTopicOf
wikipedia-en
:Simply_typed_lambda_calculus
is
dbo:
knownFor
of
dbr
:Alonzo_Church
is
dbo:
wikiPageDisambiguates
of
dbr
:STLC
is
dbo:
wikiPageRedirects
of
dbr
:Simply-typed_lambda_calculus
dbr
:Bidirectional_type_checking
dbr
:Λ→
dbr
:Simply_typed_lambda
dbr
:Simply_typed_lambda-calculus
dbr
:Simply_typed_λ-calculus
dbr
:Simply_typed_λ_calculus
is
dbo:
wikiPageWikiLink
of
dbr
:Currying
dbr
:System_F
dbr
:Nominal_terms_(computer_science)
dbr
:Normalisation_by_evaluation
dbr
:Church–Rosser_theorem
dbr
:First-class_function
dbr
:Categorial_grammar
dbr
:Subtyping
dbr
:Lambda_calculus
dbr
:Joachim_Lambek
dbr
:Cartesian_closed_category
dbr
:Markov's_principle
dbr
:Minimal_logic
dbr
:Fixed-point_combinator
dbr
:STLC
dbr
:Type_constructor
dbr
:Type_inhabitation
dbr
:Typing_rule
dbr
:Hindley–Milner_type_system
dbr
:Type_theory
dbr
:Typed_lambda_calculus
dbr
:Function_type
dbr
:Curry's_paradox
dbr
:Normal_form_(abstract_rewriting)
dbr
:Turing_completeness
dbr
:Gérard_Huet
dbr
:Categorical_logic
dbr
:Greek_letters_used_in_mathematics,_science,_and_engineering
dbr
:Primitive_recursive_functional
dbr
:Dependent_type
dbr
:Alonzo_Church
dbr
:History_of_type_theory
dbr
:Pure_type_system
dbr
:Q0_(mathematical_logic)
dbr
:Judgment_(mathematical_logic)
dbr
:Apply
dbr
:List_of_mathematical_logic_topics
dbr
:Substructural_type_system
dbr
:POPLmark_challenge
dbr
:Tuple
dbr
:William_Alvin_Howard
dbr
:Simply_typed_lambda_calculus
dbr
:Type_inference
dbr
:Eval
dbr
:Curry–Howard_correspondence
dbr
:Lambda_cube
dbr
:Hom_functor
dbr
:Meta-circular_evaluator
dbr
:Richard_Statman
dbr
:Generalized_algebraic_data_type
dbr
:Kind_(type_theory)
dbr
:Robert_Feys
dbr
:Intersection_type_discipline
dbr
:Simply-typed_lambda_calculus
dbr
:Bidirectional_type_checking
dbr
:Λ→
dbr
:Simply_typed_lambda
dbr
:Simply_typed_lambda-calculus
dbr
:Simply_typed_λ-calculus
dbr
:Simply_typed_λ_calculus
is
dbp:
knownFor
of
dbr
:Alonzo_Church
is
foaf:
primaryTopic
of
wikipedia-en
:Simply_typed_lambda_calculus
This content was extracted from
Wikipedia
and is licensed under the
Creative Commons Attribution-ShareAlike 4.0 International