Composition: A class can have references to objects of other classes as members. This is called composition and is sometimes referred to as a has-a relationship.
By Deitel P.J., Deitel H.M. - Java How to Program 9th Edition.
This viewpoint is discussed in this topic: Prefer composition over inheritance?
Composition: Composite aggregation (composition) is a "strong" form of aggregation with the following characteristics:
*it is binary association,
*it is a whole/part relationship,
*a part could be included in at most one composite (whole) at a time, and
*if a composite (whole) is deleted, all of its composite parts are "normally" deleted with it.
Found on http://www.uml-diagrams.org/composition.html (actually, Deitel presents UML examples following this idea, in the same book, but did not bother to explain the difference).
This viewpoint is discussed in this topic:
What is the difference between association, aggregation and composition?
Fine, BOTH ARE CORRECT. And this introduces the problem of homonym concepts.
For instance: don't draw a UML model with composition arrows to exemplify the first definition: In UML, any association is a composition by Deitels' the first definition.
Here are some aspects of my question that may help in the correct answer:
How I can say (and know) which composition are we talking about?
Where we draw the line between the two definitions (in contextual terms)?
Can I say that the first is object oriented programming and the second is software engineering/modeling?
Is the UML composition a model-only concept/jargon?
Is the UML composition an UML exclusive thing? or is also applied in the programming field?
How to avoid miscommunication of "what composition are we talking about" in a team?
Please, answer with references, evidences, it is not a philosophical/opinion problem, it is a "scope" problem that I´m trying to address.
And it is not "what is composition" question.
Edit: I´m thinking if the distinction is verb x adjective: "to compose" a class (first def.) and "a composite relation" (second def.).