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Denotational semantics

In computer science, denotational semantics (initially known as mathematical semantics or Scott–Strachey semantics) is an approach of formalizing the meanings of programming languages by constructing mathematical objects (called denotations) that describe the meanings of expressions from the languages. Other approaches providing formal semantics of…

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Abstraction

Compositionality

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Map overview Semantic statistics

Denotational semantics

Nodes84
Edges83
Triples82
Avg. degree1.98
Density0.02381
Components1

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Denotational semantics

Top relations

related to Historical development · 16
Denotational semantics → Also, As, Christopher Strachey, Concurrent ML, CSP, Dana Scott, Denotational, E1, E2, For, Haskell, In, Scott, Strachey, The, To
related to Denotational semantics of concurrency · 15
Denotational semantics → All, CSP, Examples, For, Francez, Glynn Winskel's, Hoare, In, Lehmann, Many, Petri, Recently, Roever, Will Clinger's, Winskel
related to Abstraction · 7
Denotational semantics → Adequacy, All, Full, It, Syntax, The, This
related to Denotational semantics of state · 6
Denotational semantics → Fixed-point, One, Programs, State, The, Things
related to External links · 6
Denotational semantics → Course, Lloyd AllisonSchreiner, Overview, Programming Languages, Structure, Wolfgang
related to Denotational semantics of sequentiality · 5
Denotational semantics → For, It, PCF, The, This
related to Compositionality · 4
Denotational semantics → An, Compositionality, For, We
related to Denotational semantics as source-to-source translation · 4
Denotational semantics → For, In, Indeed, It
related to Denotational semantics of non-deterministic programs · 3
Denotational semantics → The, There, Writing
related to Meanings of recursive programs · 3
Denotational semantics → Denotational, For, If

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Important terminology

semantics denotational function programming languages domain domains programs meaning example category language program defined displaystyle functions denotations mathbb type partial

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
sequentialityinstance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
concurrencyinstance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
non-determinisminstance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
local state.Denotational semantics has been developed for modern programming languages that use capabilities like concurrencyinstance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
exceptionsinstance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
e.g.instance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
Concurrent MLinstance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
CSPinstance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
and Haskellinstance ofwork has continued in investigating appropriate denotational semantics for aspects of programming languages0.80text
the Knasterinstance ofTo prove this we need a more complex fixed point theorem0.80text
Denotational semanticsrelated to AbstractionIt0.60section
Denotational semanticsrelated to AbstractionThis0.60section

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    Min side: 3
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