Status: current, Sufficiently defined by necessary conditions definition status (core metadata concept). Date: 31-Jul 2021. Module: SNOMED CT core
Descriptions:
Id | Description | Lang | Type | Status | Case? | Module |
4565175011 | Partial epiphyseal arrest of right proximal tibia (disorder) | en | Fully specified name | Active | Entire term case insensitive (core metadata concept) | SNOMED CT core |
4565176012 | Partial epiphyseal arrest of right proximal tibia | en | Synonym (core metadata concept) | Active | Entire term case insensitive (core metadata concept) | SNOMED CT core |
Outbound Relationships | Type | Target | Active | Characteristic | Refinability | Group | Values |
Partial epiphyseal arrest of right proximal tibia (disorder) | Is a | Disorder of lower leg (disorder) | false | Inferred relationship | Some | ||
Partial epiphyseal arrest of right proximal tibia (disorder) | Is a | Partial epiphyseal arrest | true | Inferred relationship | Some | ||
Partial epiphyseal arrest of right proximal tibia (disorder) | Finding site | Structure of proximal epiphysis of right tibia (body structure) | true | Inferred relationship | Some | 1 | |
Partial epiphyseal arrest of right proximal tibia (disorder) | Pathological process (attribute) | Pathological developmental process | true | Inferred relationship | Some | 1 | |
Partial epiphyseal arrest of right proximal tibia (disorder) | Is a | Finding of bone of lower limb (finding) | false | Inferred relationship | Some | ||
Partial epiphyseal arrest of right proximal tibia (disorder) | Associated morphology | Growth arrest | true | Inferred relationship | Some | 1 | |
Partial epiphyseal arrest of right proximal tibia (disorder) | Is a | Disorder of right lower extremity (disorder) | false | Inferred relationship | Some | ||
Partial epiphyseal arrest of right proximal tibia (disorder) | Is a | Epiphyseal arrest of right lower leg | true | Inferred relationship | Some |
Inbound Relationships | Type | Active | Source | Characteristic | Refinability | Group |
This concept is not in any reference sets