I meant to spawn a fresh proto-thread here, sorry.
Given that we have been splitting hairs on terminology, I wanted to at
least OPEN the topic that has been grazed over and over, and that is
the distinction between Model, Metaphor, and Analogy.
I specifically mean
1. Mathematical Model <https://en.wikipedia.org/wiki/Mathematical_model>
2. Conceptual Metaphor
<https://en.wikipedia.org/wiki/Conceptual_metaphor>
3. Formal Analogy <https://en.wikipedia.org/wiki/Analogy>
I don't know if this narrows it down enough to discuss but I think
these three terms have been bandied about loosely and widely enough
lately to deserve a little more explication?
I could rattle on for pages about my own usage/opinions/distinctions
but trust that would just pollute a thread before it had a chance to
start, if start it can.
A brief Google Search gave me THIS reference which looks promising,
but as usual, I'm not willing to go past a paywall or beg a
colleague/institution for access (I know LANL's reference library will
probably get this for me if I go in there!).
http://www.blackwellreference.com/public/tocnode?id=g9780631221081_chunk_g97806312210818
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