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Is there a name for sheaves of sets on the merely topological version of CartSp? (sheaves of -groupoids being Euclidean-topological infinity-groupoids, and sheaves of sets on the smooth version of CartSp being diffeological spaces)
I haven’t used a name for it before. If one is not worried about being overly precise, then “continuous sets” would seem to convey the idea best. Maybe “Euclidean-continuous sets”?
Hmm, not bad. I’m surprised no one has given them a name before, though; they seem like an obviously natural thing.
Is there a name particularly associated with topological groupoids of that nature? Or topological manifolds? I’m thinking foliation theory, for instance. Then one could, at a pinch, use someone’s name. But that’s not ideal, as people have pointed out.
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