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- Apomorphism abstract "An apomorphism (from ἀπό — Greek for "apart") is the categorical dual of a paramorphism and an extension of the concept of anamorphism (coinduction). Whereas a paramorphism models primitive recursion over an inductive data type, an apomorphism models primitive corecursion over a coinductive data type.".
- Apomorphism wikiPageID "12259689".
- Apomorphism wikiPageRevisionID "583750741".
- Apomorphism hasPhotoCollection Apomorphism.
- Apomorphism subject Category:Recursion_schemes.
- Apomorphism type Abstraction100002137.
- Apomorphism type Cognition100023271.
- Apomorphism type Content105809192.
- Apomorphism type Idea105833840.
- Apomorphism type Plan105898568.
- Apomorphism type PlanOfAction105902545.
- Apomorphism type PsychologicalFeature100023100.
- Apomorphism type RecursionSchemes.
- Apomorphism type Scheme105905348.
- Apomorphism comment "An apomorphism (from ἀπό — Greek for "apart") is the categorical dual of a paramorphism and an extension of the concept of anamorphism (coinduction). Whereas a paramorphism models primitive recursion over an inductive data type, an apomorphism models primitive corecursion over a coinductive data type.".
- Apomorphism label "Apomorphism".
- Apomorphism sameAs m.02vxz3c.
- Apomorphism sameAs Q4780457.
- Apomorphism sameAs Q4780457.
- Apomorphism sameAs Apomorphism.
- Apomorphism wasDerivedFrom Apomorphism?oldid=583750741.
- Apomorphism isPrimaryTopicOf Apomorphism.