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Add definition of subfinite sets and finitely indexed types #416

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merged 4 commits into from Oct 2, 2020

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jorge-jbs
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As discussed in #392 and following nLab, I have defined subfinite sets and finitely indexed types. The latter are usually called finitely indexed sets, but they don't have to be sets in HoTT (for example, the circle is finitely indexed). They are usually called Kuratowski finite, but maybe we can leave that name to the more usual (equivalent) definition with LFSet.

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@mortberg mortberg left a comment

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Nice contribution with clear and well-documented code!

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mortberg commented Oct 2, 2020

PS: Sorry for the slow review! I've been quite swamped all of September...

@mortberg mortberg merged commit b3581d6 into agda:master Oct 2, 2020
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2 participants