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categories: Re: lluf subcategory
Hi,
Paul LEVY wrote:
> I've heard the term "lluf subcategory" meaning "subcategory with
> the same objects but possibly fewer morphisms". Is there a
> reference for this usage?
Two references to "lluf subcategories" that I am aware of:
1. Categories for Types - Roy L. Crole - 1993 - page 49
2. Practical Foundations of Mathematics - Paul Taylor - 1999 - page 211
(where the term "wide subcategory" is suggested as synonym).
And thank you, Paul, for bringing this up, since it reminded me to ask:
Does anyone know the origin of the term "lluf", or how it should be
pronounced?
Zippie
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