I'm going to be in the PRC autumn 2025, anyone can (self-)recommend people to meet up with?
(or places to visit, but I'm less interested in places)
Interests: AI, geopolitics, daygame/deliberate-getting-laid, algorithms, meditation, futurism/forecasting, building comprehensive world-models, reading, weightlifting
Algebraic derivatives living over vector spaces with tensor product would probably be the easiest thing to figure out, surely some commutative algebraists would care about such a thing
I feel like a lot of mathematicians would be interested in the fact that we know how to generalise the chain rule to non-cartesian settings using optics, if only we had examples that they'd be interested in. The first thing I can think of is trying to get a chain rule for the derivative of a function that's a stochastic process, where the value of the function and its derivative are probabilistically correlated
Approach today with a *very* hot Iranian
Things I could've done better: Realise earlier that she was a timewaster (or ignore the boyfriend claim)
When she said "nothing" on the question of what she does probe where she gets money from, maybe from the government? Them make fun of her for being a welfare queen
I operate by Crocker's rules[1].