Maybe just talk about something specific instead of just some broad “woke has gone to far”.
250 karma · joined April 7, 2021
Maybe just talk about something specific instead of just some broad “woke has gone to far”.
So for a 6 sided dice, you roll it 6 times in a row. You discard your 6 rolls unless you get a permutation of {1,2,3,4,5,6}, and in that case pick one of the rolls consistently, eg the first or the last.
Quantum field theory is definitely not stuck in the 1920s. Modern physics has a lot more going on than 19th century mathematics. We understand quite a lot about the mathematical structure underpinning quantum field theories.
Quantisation is a nearly well understood process, it’s not simply heuristics and guesswork.
Unfortunately, it’s not like much smarter than anyone posting here haven’t considered lots of wild ideas, it’s just that a lot of them haven’t worked, and we have been funnelled into what we currently have. There are infinitely many more interesting mathematical objects and ideas possible than what is allowed.
Quantum mechanics, or say quantum field theory, has really good predictive power. What ever comes next needs to at least be consistent. Unfortunately I think things are going to get more complicated. Don’t use your intuition developed from grinding out web crap to try and reason about the forefront of human knowledge.
>written by a bunch of html/js developers
Ah so because they have rediscovered something it’s meant to be revolutionary?
Personally I can’t imagine a more awful thing than using the command line on a small phone screen to do any serious development. Even a tablet gets claustrophobic.
Maybe the neural network produces good enough looking pictures and it’s cheap to run instead of solving the PDEs. But don’t think its going to be that accurate.
I think it would be great to also impose noise limits/ car curfews.
Apart from some perhaps critical unsafe stuff which should have a lot of attention, requiring everything to be safe/verified to some extent surely is the answer.
Pick a, b such that x^2 > a and b=x^2 - a. Then there is a continued fraction of the form:
x = a + b/(2a + b/(2a + \dots)).
The other way to find the sqrt is with Newton's method. The rationals given by Newton appear in the list generated by the partial fraction (convergents).
The first step in the completion is going to involve a tangent space, which I think looks a bit like the first step in Newton. I think the idea with storing information in a "continued fraction" form could then be generalised a bit. It probably applies to more things than just irrationals.
The fact there are multiple continued fractions for real numbers is okay because it is a quotient, you have picked a representative.