Status: current, Sufficiently defined by necessary conditions definition status. Date: 30-Jun 2022. Module: SNOMED CT core module
Descriptions:
Id | Description | Lang | Type | Status | Case? | Module |
5048649016 | Deposit in conjunctiva of right eye (disorder) | en | Fully specified name | Active | Entire term case insensitive | SNOMED CT core module |
5048650016 | Right conjunctival deposit | en | Synonym | Active | Entire term case insensitive | SNOMED CT core module |
5068729011 | Deposit in conjunctiva of right eye | en | Synonym | Active | Entire term case insensitive | SNOMED CT core module |
Outbound Relationships | Type | Target | Active | Characteristic | Refinability | Group | Values |
Deposit in conjunctiva of right eye | Is a | Disorder of right eye | true | Inferred relationship | Existential restriction modifier | ||
Deposit in conjunctiva of right eye | Is a | Conjunctival deposit | true | Inferred relationship | Existential restriction modifier | ||
Deposit in conjunctiva of right eye | Finding site | Structure of conjunctiva of right eye | true | Inferred relationship | Existential restriction modifier | 1 | |
Deposit in conjunctiva of right eye | Associated morphology | Deposition | true | Inferred relationship | Existential restriction modifier | 1 |
Inbound Relationships | Type | Active | Source | Characteristic | Refinability | Group |
Deposit in conjunctiva of bilateral eyes | Is a | True | Deposit in conjunctiva of right eye | Inferred relationship | Existential restriction modifier | |
Concretion in conjunctiva of right lower eyelid | Is a | True | Deposit in conjunctiva of right eye | Inferred relationship | Existential restriction modifier | |
Concretion in conjunctiva of right upper eyelid | Is a | True | Deposit in conjunctiva of right eye | Inferred relationship | Existential restriction modifier | |
Ligneous conjunctivitis of right eye | Is a | True | Deposit in conjunctiva of right eye | Inferred relationship | Existential restriction modifier |
This concept is not in any reference sets