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Well-founded material sets #1637
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docs/PROJECTS.md
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| - <https://git.app.uib.no/hott/hott-set-theory> | ||
| - <https://git.app.uib.no/hott/containers> | ||
| - <https://elisabeth.stenholm.one/univalent-material-set-theory/> |
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This can be removed, as it is just a copy of (some of) the code at https://git.app.uib.no/hott/hott-set-theory
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Hm, or is it nice to have a link to a snapshot of the code in nice clickable html? 🤔
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Oh, I didn't notice the main version does not have a clickable html page. That is definitely very handy.
Co-authored-by: Elisabeth Stenholm <[email protected]>
Co-authored-by: Elisabeth Stenholm <[email protected]>
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@elisabethstenholm Does it make sense to call a type with an elementhood structure a "material set" at all? Or is it the elements of such a type that are "material sets"? Or neither? |
I would say that it is the elements of the type with the associated elementhood relation, that are "material sets". |
Hm, then what do you call a type with an elementhood structure? A "type with elementhood"? |
A type together with an extensional elementhood relation, is what we have called an "elementhood structure" in our paper. |
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Turns out there is considerable overlap with formalizations in |
Defines elementhood structures, material sets and well-founded material sets, as introduced in https://arxiv.org/pdf/2312.13024.