Convergent

Category:OSWb501a8edae1542889d921026463e95cb /
Revision as of 05:39, 1 March 2025 by Admin (talk | contribs) ([bot] update of page content)
(diff) ← Older revision | Latest revision (diff) | Newer revision → (diff)
Convergent
ID OSWb501a8edae1542889d921026463e95cb
UUID b501a8ed-ae15-4288-9d92-1026463e95cb
Label Convergent
Machine compatible name Convergent
Statements (outgoing)
Statements (incoming)

Description

The superclass for all classes of entities that have a proper parts of the same type φ of the whole, and so that for every two distinct φ proper parts one is part of the other.

Category (Class)
OWL Class
Imported fromA prefixed IRI defining this entry as a imported term. In OSW the prefix must be a registered imported ontology.<br>Definition: OWL Class https://w3id.org/emmo#EMMO b501a8ed ae15 4288 9d92 1026463e95cb
OntologiesOntologies that contain this term<br>Definition: OWL Class
EmmoClass
Supercategories<br>Definition: Category (Class), OWL Class, EmmoClass
  • Nuclear
  • metaclass<br>Definition: Category (Class), EmmoClass
  • EmmoClass
  • jsondata
    rdf_type
    "owl:Class"
    uuid"b501a8ed-ae15-4288-9d92-1026463e95cb"
    iri"https://w3id.org/emmo#EMMO_b501a8ed_ae15_4288_9d92_1026463e95cb"
    name"Convergent"
    label
    text"Convergent"
    lang"en"
    description
    text"The superclass for all classes of entities that have a proper parts of the same type φ of the whole, and so that for every two distinct φ proper parts one is part of the other."
    lang"en"
    meta
    uuid"7a338abe-382b-4746-9f90-e6c47ac38a3a"
    wiki_page
    title"OSWb501a8edae1542889d921026463e95cb"
    namespace"Category"
    change_id
    "4caad4a3-8d2d-4691-8196-627860411931"
    type
    "Category:OSW57beed5e1294434ba77bb6516e461456"
    subclass_of
    "Category:OSW8f449738cedb436cbdec1c8e78bdb644"
    metaclass
    "Category:OSW57beed5e1294434ba77bb6516e461456"
    ontologies
    "Item:OSWeda8e5c8b3905369a8fdb9d5d50cb22f"
    imported_from"emmo:EMMO_b501a8ed_ae15_4288_9d92_1026463e95cb"

    This category currently contains no pages or media.