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- Catamorphism abstract "In category theory, the concept of catamorphism (from Greek: κατά = downwards or according to; μορφή = form or shape) denotes the unique homomorphism from an initial algebra into some other algebra.In functional programming, catamorphisms provide generalizations of folds of lists to arbitrary algebraic data types, which can be described as initial algebras. The dual concept is that of anamorphism that generalize unfolds. A hylomorphism is the composition of an anamorphism followed by a catamorphism.".
- Catamorphism wikiPageExternalLink citation.cfm?id=2034807.
- Catamorphism wikiPageExternalLink catamorphisms-part-one.
- Catamorphism wikiPageExternalLink catamorphisms-part-two.
- Catamorphism wikiPageExternalLink catamorphisms-part-three.
- Catamorphism wikiPageExternalLink catamorphisms-part-four.
- Catamorphism wikiPageExternalLink catamorphisms-part-five.
- Catamorphism wikiPageExternalLink catamorphisms-part-six.
- Catamorphism wikiPageExternalLink catamorphisms-part-seven.
- Catamorphism wikiPageExternalLink catamorphisms-in-haskell.
- Catamorphism wikiPageExternalLink catamorphisms.
- Catamorphism wikiPageExternalLink Catamorphisms.
- Catamorphism wikiPageID "4237146".
- Catamorphism wikiPageLength "11882".
- Catamorphism wikiPageOutDegree "34".
- Catamorphism wikiPageRevisionID "704921726".
- Catamorphism wikiPageWikiLink Algebraic_data_type.
- Catamorphism wikiPageWikiLink Anamorphism.
- Catamorphism wikiPageWikiLink Apomorphism.
- Catamorphism wikiPageWikiLink Bird–Meertens_formalism.
- Catamorphism wikiPageWikiLink Category:Category_theory.
- Catamorphism wikiPageWikiLink Category:Functional_programming.
- Catamorphism wikiPageWikiLink Category:Iteration_in_programming.
- Catamorphism wikiPageWikiLink Category:Morphisms.
- Catamorphism wikiPageWikiLink Category:Recursion_schemes.
- Catamorphism wikiPageWikiLink Category_(mathematics).
- Catamorphism wikiPageWikiLink Category_theory.
- Catamorphism wikiPageWikiLink Erik_Meijer_(computer_scientist).
- Catamorphism wikiPageWikiLink F-algebra.
- Catamorphism wikiPageWikiLink F_Sharp_(programming_language).
- Catamorphism wikiPageWikiLink Fold_(higher-order_function).
- Catamorphism wikiPageWikiLink Functional_programming.
- Catamorphism wikiPageWikiLink Functor.
- Catamorphism wikiPageWikiLink Grant_Malcolm.
- Catamorphism wikiPageWikiLink Greek_language.
- Catamorphism wikiPageWikiLink Haskell_(programming_language).
- Catamorphism wikiPageWikiLink Homomorphism.
- Catamorphism wikiPageWikiLink Hylomorphism_(computer_science).
- Catamorphism wikiPageWikiLink Initial_algebra.
- Catamorphism wikiPageWikiLink List_(abstract_data_type).
- Catamorphism wikiPageWikiLink Morphism.
- Catamorphism wikiPageWikiLink Paramorphism.
- Catamorphism wikiPageWikiLink Wikt:κατά.
- Catamorphism wikiPageWikiLink Wikt:μορφή.
- Catamorphism wikiPageWikiLinkText "Catamorphism".
- Catamorphism wikiPageWikiLinkText "catamorphism".
- Catamorphism wikiPageUsesTemplate Template:Cite_conference.
- Catamorphism wikiPageUsesTemplate Template:Harvnb.
- Catamorphism wikiPageUsesTemplate Template:Refbegin.
- Catamorphism wikiPageUsesTemplate Template:Refend.
- Catamorphism wikiPageUsesTemplate Template:Reflist.
- Catamorphism subject Category:Category_theory.
- Catamorphism subject Category:Functional_programming.
- Catamorphism subject Category:Iteration_in_programming.
- Catamorphism subject Category:Morphisms.
- Catamorphism subject Category:Recursion_schemes.
- Catamorphism type Function.
- Catamorphism type Morphism.
- Catamorphism comment "In category theory, the concept of catamorphism (from Greek: κατά = downwards or according to; μορφή = form or shape) denotes the unique homomorphism from an initial algebra into some other algebra.In functional programming, catamorphisms provide generalizations of folds of lists to arbitrary algebraic data types, which can be described as initial algebras. The dual concept is that of anamorphism that generalize unfolds.".
- Catamorphism label "Catamorphism".
- Catamorphism sameAs Q1959790.
- Catamorphism sameAs Catamorphisme.
- Catamorphism sameAs Catamorphism.
- Catamorphism sameAs Catamorfisme.
- Catamorphism sameAs m.0brhqt.
- Catamorphism sameAs Q1959790.
- Catamorphism wasDerivedFrom Catamorphism?oldid=704921726.
- Catamorphism isPrimaryTopicOf Catamorphism.