2 ms·
What is there to say about locales? (I don't understand them well enough — I don't know their geometric use at all!) If you're interested in the boundary betwe
by 082349872349872 2y ago
What is there to say about locales? (I don't understand them well enough — I don't know their geometric use at all!)
If you're interested in the boundary between abstract simplices and topological (or even geometric) ones, I ran across someone's (UK CS person?) slides a few years back on redoing Elements from an algebraic POV and would be happy to try to dig it back up.
- gsf_emergency 2y agoThe imbecile habitually flouts Wittgenstein's dictum "wovon..."? If you do it vibing health.. I'm guessing that I shant be triggered :) I'll remember to look up slides of Tanya's brother later today for hints. The other slides, they'll defo be helpful! The other thing I'm reading today is, btw, Kolmogorov-Fomine, page 337 (Mir-Ellipses,1994) Not implying there's anything, just curious if it might be helpful to expose my attention sometimes for the collaborative fuzzing..
- 082349872349872 2y agoa finn, expressing "dafür muss man singen" (and channeling his inner Zhou?): https://www.youtube.com/watch?v=CGksgZKecKE https://www.youtube.com/watch?v=CGksgZKecKE
- 082349872349872 2y ago> Thm 9.32.4) If f is of bounded variation on [a, b], then f can be represented as the difference between two nondecreasing functions on [a, b]. reminds me of double-entry accounting. (or of using xor to get non-monotonic functions out of ratchets — although to have a useful notion of xor one must first have a useful notion of [in]equality)