All properties in CL
| Label | Id | Description |
|---|---|---|
| has_low_plasma_membrane_amount | has_low_plasma_membrane_amount | [A relation between a cell and molecule or complex such that every instance of the cell has a low number of instances of that molecule expressed on the cell surface. For the formal definition, see Masci et al (PMID:19243617).] |
| has_muscle_insertion | RO_0002373 | [m has_muscle_insertion s iff m is attaches_to s, and it is the case that when m contracts, s moves. Insertions are usually connections of muscle via tendon to bone.] |
| has_narrow_synonym | hasNarrowSynonym | |
| has_not_completed | has_not_completed | |
| has_obo_namespace | hasOBONamespace | |
| has_quality | RO_0000086 | [a relation between an independent continuant (the bearer) and a quality, in which the quality specifically depends on the bearer for its existence] |
| has_rank | has_rank | [A metadata relation between a class and its taxonomic rank (eg species, family)] |
| has_related_synonym | hasRelatedSynonym | |
| has_relational_adjective | UBPROP_0000007 | |
| has_scope | hasScope | |
| has_synonym_type | hasSynonymType | |
| helper property (not for use in curation) | RO_0002464 | |
| homologous_to | RO_0002158 | [two individual entities d1 and d2 stand in a shares_ancestor_with relation if and only if there exists some a such that d1 derived_by_descent_from a and d2 derived_by_descent_from a.] |
| homology_grouping | homology_grouping | |
| homology_notes | UBPROP_0000003 | [Notes on the homology status of this class.] |
| id | id | |
| immediate transformation of | RO_0002495 | [x immediate transformation of y iff x immediately succeeds y temporally at a time boundary t, and all of the matter present in x at t is present in y at t, and all the matter in y at t is present in x at t] |
| immediate_transformation_of | SIO_000658 | |
| immediately causally downstream of | RO_0002405 | |
| immediately causally upstream of | RO_0002412 | [p is immediately causally upstream of q iff both (a) p immediately precedes q and (b) p is causally upstream of q. In addition, the output of p must be an input of q.] |