Derivation on the instance level (*derives_from*) holds between distinct material continuants when one succeeds the other across a temporal divide in such a way that at least a biologically significant portion of the matter of the earlier continuant is inherited by the later. source: PMID:15892874
Derivation as a relation between instances. The temporal relation of derivation is more complex. Transformation, on the instance level, is just the relation of identity: each adult is identical to some child existing at some earlier time. Derivation on the instance-level is a relation holding between non-identicals. More precisely, it holds between distinct material continuants when one succeeds the other across a temporal divide in such a way that at least a biologically significant portion of the matter of the earlier continuant is inherited by the later. Thus we will have axioms to the effect that from c derives_from c1 we can infer that c and c1 are not identical and that there is some instant of time t such that c1 exists only prior to and c only subsequent to t. We will also be able to infer that the spatial region occupied by c as it begins to exist at t overlaps with the spatial region occupied by c1 as it ceases to exist in the same instant.
Examples
Other relations
This relation is the inverse of derived_into
| id | OBO_REL_I:0000015 |
| name | derives_from |
| properties |
|
| aliases |
|
| anti_symmetric | |
| holds_between | continuant and continuant |
| reflexive | |
| symmetric | |
| transitive | true |
| all_some_in_reference_context | |
| exact_synonym | derived_from |
| example | |
| inverse_of | derived_into |
| text_definition | Derivation on the instance level (*derives_from*) holds between distinct material continuants when one succeeds the other across a temporal divide in such a way that at least a biologically significant portion of the matter of the earlier continuant is inherited by the later. |
| text_definition_xref | PMID:15892874 |
Axioms for this relation:
| axiom |
|
Axioms that refer to this relation:

