3 ms·
It is. I wonder what this will mean for Homotopy Type Theory.
by auggierose 9y ago
It is. I wonder what this will mean for Homotopy Type Theory.
- zitterbewegung 9y agoI think that people will still develop the theory. It still needs a bunch of work but it seems popular enough to stay around.
- javra 9y agoWorking in the field I rather have the feeling that it is slowly but surely falling asleep. One of Voevodsky's views was that all the foundation for a dependently typed formalization of maths is already there, and that it mainly needs to be organized in a better way (cf his unimath project).