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Home > TRAK Metamodel > Metamodel Elements > Management Perspective > Connector > groups related

'groups related' Connector Element

A connector element or relationship forms the predicate of a triple.

groups related Connector Element in the TRAK Metamodel forms the Predicate of a Triple image/svg+xml groups related Connector Element in the TRAK Metamodel forms the Predicate of a Triple Nic Plum https://eclectica-systems.co.uk en trak open source metamodel architecture framework groups related Connector triple predicate 2024-11-09 Copyright Nic Plum. GNU Free Documentation License applies TRAK00002 - TRAK Structure and Taxonomy https://sourceforge.net/projects/trakmetamodel/files/TRAK_metamodel.pdf https://sourceforge.net/projects/trakviewpoints/files/TRAK_ArchitectureViewpoints.pdf/download part of the TRAK architecture framework that describes the structure of TRAK itself. Subject Predicate Object Layer 1 Object     groups related      Subject triple = ‘Subject predicate Object’

The 'groups related' connector element forms the predicate of a triple - the 'verb' in a sentence
Management Perspective
Name groups related
Definition Brought together as the result of deliberate arrangement or composition - things having some related properties or attributes in common.
OED:"group (v.), sense 3.a"
Comments Transitive. Not used in any TRAK architecture view. Used to define the structure of the TRAK architecture framework.
Relationship Qualities Transitive.
A transitive relationship means that IF A -relationship-> B AND B -relationship-> C THEN A -relationship-> C is also true.

Not symmetrical.
Properties --- Sub Class of -- Parent Class Of ---
Appears in Triples (as predicate) Architecture Perspective groups related Architecture Viewpoint
Configuration Created: 2010-03-12Modified: 2024-05-21
Specification TRAK00002.TRAK. Architecture Framework. Metamodel (2024-11-09)
GNU Free Documentation License (Version 1.3, November 2008) at https://www.gnu.org/licenses/fdl-1.3.html
Download the specification.
 

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The TRAK metamodel is subject to the terms of open source license: GNU Free Documentation License (Version 1.3, November 2008) at https://www.gnu.org/licenses/fdl-1.3.html.

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Modification Date: 2024-11-09