Status: current, Sufficiently defined by necessary conditions definition status (core metadata concept). Date: 31-Jan 2019. Module: SNOMED CT core
Descriptions:
| Id | Description | Lang | Type | Status | Case? | Module | 
| 2529738014 | Recurrent hernia of anterior abdominal wall with obstruction (disorder) | en | Fully specified name | Active | Entire term case insensitive (core metadata concept) | SNOMED CT core | 
| 2533169019 | Recurrent hernia of anterior abdominal wall with obstruction | en | Synonym (core metadata concept) | Active | Entire term case insensitive (core metadata concept) | SNOMED CT core | 
| 2536959016 | Recurrent obstructed hernia of anterior abdominal wall | en | Synonym (core metadata concept) | Active | Entire term case insensitive (core metadata concept) | SNOMED CT core | 
| 2536960014 | Recurrent obstructed ventral hernia | en | Synonym (core metadata concept) | Active | Entire term case insensitive (core metadata concept) | SNOMED CT core | 
| 2536961013 | Recurrent ventral hernia with obstruction | en | Synonym (core metadata concept) | Active | Entire term case insensitive (core metadata concept) | SNOMED CT core | 
| Inbound Relationships | Type | Active | Source | Characteristic | Refinability | Group | 
| Obstruction co-occurrent and due to recurrent right inguinal hernia (disorder) | est un(e) (attribut) | True | Recurrent hernia of anterior abdominal wall with obstruction (disorder) | Inferred relationship | Some | |
| Obstruction co-occurrent and due to recurrent left inguinal hernia (disorder) | est un(e) (attribut) | True | Recurrent hernia of anterior abdominal wall with obstruction (disorder) | Inferred relationship | Some | |
| Recurrent incisional hernia of anterior abdominal wall with obstruction (disorder) | est un(e) (attribut) | True | Recurrent hernia of anterior abdominal wall with obstruction (disorder) | Inferred relationship | Some | 
Reference Sets
Canada English language reference set (foundation metadata concept)
Description inactivation indicator reference set