(Not answered on this stub article)

What, precisely, is the distinction/difference between a semantic class and a semantic field? At the very least, you would say that they are themselves both very much within the same semantic field.

So, is a semantic class distinct from a semantic field in that semantic class is a more well-defined/clear-cut semantic field? And a semantic field is a more fluid, nebulous, not well-defined field (in the same sense as a magnetic field, which has no distinct boundary whatsoever, only a decay as you move further away from its source) ("semantic fields are constantly flowing into each other")?

If so, could you even say that a semantic class is a kind of (hyponym) of semantic field?

Maybe I should pose this question on a semantics forum.

See https://hyp.is/PKGOeo0_Eeuj5FeXF3jzng/en.wikipedia.org/wiki/Semantic_class