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263161008: Fracture of maxillary alveolar socket wall (disorder)


Status: current, Not sufficiently defined by necessary conditions definition status. Date: 31-Jan 2002. Module: SNOMED CT core module

Descriptions:

Id Description Lang Type Status Case? Module
391293010 Fracture of maxillary alveolar socket wall en Synonym Active Entire term case insensitive SNOMED CT core module
655245014 Fracture of maxillary alveolar socket wall (disorder) en Fully specified name Active Entire term case insensitive SNOMED CT core module


0 descendants.

Expanded Value Set


Outbound Relationships Type Target Active Characteristic Refinability Group Values
Fracture of maxillary alveolar socket wall Is a Partial fracture of maxillary alveolus true Inferred relationship Existential restriction modifier
Fracture of maxillary alveolar socket wall Is a Disorder of upper digestive tract false Inferred relationship Existential restriction modifier
Fracture of maxillary alveolar socket wall Associated morphology Fracture false Inferred relationship Existential restriction modifier 1
Fracture of maxillary alveolar socket wall Finding site Structure of alveoli dentales maxillae false Inferred relationship Existential restriction modifier 1
Fracture of maxillary alveolar socket wall Is a Injury of mouth false Inferred relationship Existential restriction modifier
Fracture of maxillary alveolar socket wall Is a Gastrointestinal and digestive injury false Inferred relationship Existential restriction modifier
Fracture of maxillary alveolar socket wall Finding site Part of maxillary alveolus false Inferred relationship Existential restriction modifier 1
Fracture of maxillary alveolar socket wall Associated morphology Fracture true Inferred relationship Existential restriction modifier 1
Fracture of maxillary alveolar socket wall Finding site Part of maxillary alveolus true Inferred relationship Existential restriction modifier 1

Inbound Relationships Type Active Source Characteristic Refinability Group

This concept is not in any reference sets

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