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Definition
Object | Group | Definition | Explanatory Text | Synonyms |
|---|---|---|---|---|
Correspondence Table | Concepts | A Correspondence Table expresses the relationship between two Statistical Classifications. These are typically: two versions from the same Classification Series; Statistical Classifications from different Classification Series; a variant and the version on which it is based; or, different versions of a variant. In the first and last examples, the Correspondence Table facilitates comparability over time. Correspondence relationships are shown in both directions. | A Statistical Classification is a subtype of Node Set. The relationship between Statistical Classification and Correspondence Table can also be extended to include the other Node Sets - Code List and Category Set. |
Attributes*
Name | Description | Cardinality | Value Type |
|---|---|---|---|
| Floating | If the source and/or target Statistical Classifications of a correspondence table are floating classifications, the date of the correspondence table must be noted. The correspondence table expresses the relationships between the two Statistical Classifications as they existed on the date specified in the table. | 0..1 | String |
| Relationship Type | A correspondence can define a 1:1, 1:N, N:1 or M:N relationship between source and target items. | 0..1 | String |
| Source Level | The correspondence is normally restricted to a certain Level in the source Statistical Classification. In this case, target items are assigned only to source items on the given level. If no level is indicated, target items can be assigned to any level of the source Statistical Classification. | 0..1 | String |
| Target Level | The correspondence is normally restricted to a certain Level in the target Statistical Classification. In this case, source items are assigned only to target items on the given level. If no level is indicated, source items can be assigned to any level of the target Statistical Classification. | 0..* | String |
* Attributes inherited from super-type(s) are not included here