is derivative of (has derivative) – R2
R2 is derivative of (has derivative)
Domain:
Range:
Quantification:
0,n:0,n
Subproperty of:
Scope note:
This property associates an instance of F1 Work which modifies the content of another instance of F1 Work with the latter. This property is transitive, asymmetric and irreflexive.
The inverse of this property is equivalent to the developed path: F1 Work(1). R3 is realised in: F2 Expression(1). P16i was used for: F28 Expression Creation. R17 created: F2 Expression(2). R3i realises: F1 Work(2). That is, F1 Work(1). R2i has derivative: F1 Work (2), without needing to specify the specific expressions involved in the derivation.
The property R2.1 has type of this property allows for specifying the kind of derivation, such as adaptation, summarisation, etc.
Examples:
The movie ‘Murder on the Orient Express’ directed by Kenneth Branagh (F1) is derivative of the novel ‘Murder on the Orient Express’ by Agatha Christie (F1) with has type Movie adaptation (E55).
The movie ‘A Clockwork Orange’ directed by Stanley Kubrick (F1) is derivative of the novel ‘A Clockwork Orange’ by Anthony Burgess (F1) with has type Movie adaptation (E55).
Seth Grahame-Smith’s novel ‘Pride and prejudice and zombies’(F1) is derivative of Jane Austen’s novel ‘Pride and prejudice’ (F1) with has type Parody (E55).
In First Order Logic:
- R2(x,y) ⇒ F1(x)
- R2(x,y) ⇒ F1(y)
- R2(x,y) ⇒ R68(x,y)
Scope notes
Examples
Additional notes
Identifier: R2
Official URI: http://iflastandards.info/ns/lrm/lrmoo/R2
OntoME URI: https://ontome.net/ontology/p2223
Domain and range
lrmoo:F1 Work → R2 is derivative of (has derivative) → lrmoo:F1 Work (Quantifiers 0,n:0,n)
Labels
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