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This starts in less than 15 minutes! Looks like a lot of good talks too.
Website at https://richardblute.ca/octoberfest-2025/ btw.
A very basic question about the talk by Tim Luders: by is it meant not the Lie group, or the topological group, but a group structure on a combinatorial space (e.g. Kan complex) that is equipped with a weak homotopy equivalence to the topological group preserving the group structure?
I don't know what he meant, since I didn't attend the talk, but a homotopy theorist would often feel fine using language in the way you suggest, while a differential geometer might be scared to.
Could be any model of (constructed as a homotopy pullback of the basepoint with itself), for any model of
This starts again in 2 mins!
And with a second answer to the question "What is a space?"
I feel like that was kind of a failed talk because so much time was spent on intro stuff that he didn't really get to the original contributions.
Back from lunch in 3 minutes with Exponentiable Virtual Double Categories and Representability by @Ea E T (they/them) . This is the home stretch!
Are there some recordings of the talks? Couldn't attend unfortunately.
There are supposed to be, they were certainly recorded, but it's going to take a while for them to show up.
I can’t speak for Rick but I think they will be on the website in something like 10 days :)