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68926002: Idiopathic arterial calcification of infancy (disorder)


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
114481010 Idiopathic arterial calcification of infancy en Synonym (core metadata concept) Active Entire term case insensitive (core metadata concept) SNOMED CT core
808815012 Idiopathic arterial calcification of infancy (disorder) en Fully specified name Active Entire term case insensitive (core metadata concept) SNOMED CT core
4615491000241111 calcification artérielle généralisée infantile fr Synonym (core metadata concept) Active Entire term case insensitive (core metadata concept) SNOMED CT Switzerland NRC maintained Module


0 descendants.

Expanded Value Set


Outbound Relationships Type Target Active Characteristic Refinability Group Values
Idiopathic arterial calcification of infancy Is a Disorder of artery (disorder) true Inferred relationship Some
Idiopathic arterial calcification of infancy Associated morphology Pathologic calcification false Inferred relationship Some 1
Idiopathic arterial calcification of infancy Finding site Arterial structure false Inferred relationship Some 1
Idiopathic arterial calcification of infancy Is a Vascular calcification true Inferred relationship Some
Idiopathic arterial calcification of infancy Finding site Arterial structure true Inferred relationship Some 1
Idiopathic arterial calcification of infancy Associated morphology Pathologic calcification true Inferred relationship Some 1
Idiopathic arterial calcification of infancy Is a Hereditary dysplasia of blood vessel (disorder) true Inferred relationship Some
Idiopathic arterial calcification of infancy Is a Idiopathic disease true Inferred relationship Some
Idiopathic arterial calcification of infancy Occurrence Infancy true Inferred relationship Some 1

Inbound Relationships Type Active Source Characteristic Refinability Group

This concept is not in any reference sets

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