Release 4

This page is part of the FHIR Specification (v4.0.1: R4 - Mixed Normative and STU) in it's permanent home (it will always be available at this URL). The current version which supercedes this version is 5.0.0. For a full list of available versions, see the Directory of published versions . Page versions: R4 R3

4.4.2.1069 HL7 v3 Value Set SetOperator

Vocabulary Work Group Maturity Level: N/AExternal Use Context: Any

This value set (http://terminology.hl7.org/ValueSet/v3-SetOperator) is defined as part of HL7 v3.

Summary

Defining URL:http://terminology.hl7.org/ValueSet/v3-SetOperator
Version:2018-08-12
Name:v3.SetOperator
Title:v3 Code System SetOperator
Definition:

**** MISSING DEFINITIONS ****

OID:2.16.840.1.113883.1.11.17416 (for OID based terminology systems)
Source ResourceXML / JSON

This value set is used in the following places:

  • CodeSystem: This value set is the designated 'entire code system' value set for v3.SetOperator

This value set includes codes from the following code systems:

 

This expansion generated 01 Nov 2019


This value set contains 5 concepts

Expansion based on http://terminology.hl7.org/CodeSystem/v3-SetOperator version 2018-08-12

All codes from system http://terminology.hl7.org/CodeSystem/v3-SetOperator

LvlCodeDisplayDefinition
0_ValueSetOperatorValueSetOperatorOperations that can be used to associate concepts in a terminology.
1  EexcludeForm the set-difference with this value, i.e., exclude this element or set from the resulting set.
1  IincludeForm the union with this value, i.e., include this element or set in the resulting set.
0AintersectForm the intersection with the value.
0Hconvex hullForm the convex hull with the value. The convex hull is defined over ordered domains and is the smallest contiguous superset (interval) that of all the operand sets.
0Pperiodic hullForm the periodic hull with the value. The periodic hull is defined over ordered domains and is the periodic set that contains all contiguous supersets of pairs of intervals generated by the operand periodic intervals.