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• added to the references-section of the stub type-theoretic model category pointers to André Joyal’s slides on “typoses” (he is currently speaking about that again at CRM in Barcelona).

(maybe that entry should be renamed to “categorical semantics for homotopy type theory” or the like, but I won’t further play with it for the time being).

I am also pointing to Mike’s article and to his course notes. I will maybe ask André later, but I am a bit confused about (was already in Halifax) how he presents his typoses, without mentioning of at least very similar categorical semantics that has been discussed before. Maybe I am missing some sociological subtleties here.

• Recording the results of some MO questions

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• added a second equivalent definition at quasi-category , one that may be easier to motivate

• added some homotopy groups (here)

• Todd,

when you see this here and have a minute, would you mind having a look at monoidal category to see if you can remove the query-box discussion there and maybe replace it by some crisp statement?

Thanks!

• Added a reference of Robert Furber, Bart Jacobs at Giry monad.

• need to record some results on equivariant tubular neighbourhoods etc. Didn’t know where to put these, so I thought we’d need a dedicated entry on equivariant differential topology.

• Page created to give link to the series Diagrammes of category theory preprints.

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• The stub for homotopy.io.

• some minimum, to make links work

• added brief pointer to the derivation of $SO(32)$ gauge group via tadpole cancellation, and some references on type I phenomenology. Will add these also to string phenomenology and to GUT, as far as relevant there

• some minimum

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Angel Toledo

• Added pointer to section 7 of

• I ended up collecting some references at string phenomenology and accompanying them with a bit of text

• Fixed a broken link to Jardine’s lectures.

This article references Jardine’s lectures for a cubical subdivision functor, but I could not find it in this source. Is cubical subdivision described elsewhere?

• some minimum, just for completeness

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• some minimum, just for completeness

• some minimum, on occasion of today’s

• Giancarlo D’Ambrosio, A. M. Iyer, F. Piccinini, A.D. Polosa, Confronting $B$ anomalies with atomic physics (arXiv:1902.00893)