Number – E60
E60 Number
Subclass of:
Scope note:
This class comprises any encoding of computable (algebraic) values such as integers, real numbers, complex numbers, vectors, tensors etc., including intervals of these values to express limited precision.
Numbers are fundamentally distinct from identifiers in continua, such as instances of E50 Date and E47 Spatial Coordinate, even though their encoding may be similar. Instances of E60 Number can be combined with each other in algebraic operations to yield other instances of E60 Number, e.g., 1+1=2. Identifiers in continua may be combined with numbers expressing distances to yield new identifiers, e.g., 1924-01-31 + 2 days = 1924-02-02. Cf. E54 Dimension
Examples:
- 5
- 3+2i
- 1.5e-04
- (0.5, - 0.7,88)
In First Order Logic:
- E60(x) ⇒ E59(x)
Incoming properties:
- crm:E19 Physical Object → crm:P57 has number of parts (0,n:0,1)
- crm:E54 Dimension → crm:P90 has value (0,n:1,1)
- crmdig:D9 Data Object → crmdig:L56 has pixel width
- crmdig:D9 Data Object → crmdig:L57 has pixel height
- frbroo:F3 Manifestation Product Type → frbroo:CLP57 should have number of parts (0,n:1,1)
Scope notes
Examples
Additional notes
Identifier: E60
Official URI: http://www.cidoc-crm.org/cidoc-crm/E60
OntoME URI: https://ontome.net/ontology/c338
Labels
* : Standard label for this language
Namespace
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