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0 replies \ @noknees OP 7m \ on: Brain Not Braining: Part 4 science
Yes, I got the answer from @Scroogey who supposedly used a solver
but I did not get the method sadly, I'm even exposing, them, you can use Ferrari's method, Calculus, Linear Algebra (you might need a computer), anything you like, but like I said, "proper steps/explanation".
For the "extra" sats, this equation can be solved using simple factorization, so I wanted to see its factor form specially.
Good luck!
How did you determine the coefficients so arbitrarily? The answer is correct though but I think that's cheating.
Using factor theorem is a very bad way to solve this kind of equation.
Anyways 200 sats for the good effort and somehow getting the correct answer :)
well that formula they showed is actually derived from the original quartic formula after depressing it and going case wise depending on the monic polynomial which is not the case for this one, this one is a quasi-symmetric variant, so it's not likely to give the answer :)
Good try tho! Most people won't reach till here...
formula like the ol' quadratic formula
by "like" I mean "having a similar name to" not just the same
assuming the point between A and C to be say: P, we get a
\DeltaPCD and a quad ABDPso, as per problem,
AB + BD + DP + DA = CD + PD + CP + 12
\implies 10 + 10 + DP + (10-CP) = 10 + PD + CP + 12
\implies 30 + PD - CP = 22 + PD + CP
\implies 8 = 2 * CP
\implies CP = 4thus
\DeltaPCD = 0.5 * CP * CD = 0.5 * 4 * 10 = 20 cmĀ²pretty simple :)
@south_korea_ln looks like he solved one of the millennium prize problems.
I'm sure he will solve all 6 of the unsolved ones pretty soon...
so eerily true...
i wonder why didn't i come up with them
It IS related to geometric algebra cuz you use Lie algebra for describing smooth movements and rotationsālike spinning a ball (āinfinitesimalā steps or actions that build complex movements), and then you expand it to form patterns and symmetries commutatively. It's a great tool for quantum mechanics :)
Truly pointed out - The mathematical uniqueness of the Moyal bracket (as the only one-parameter Lie-algebraic deformation of the Poisson bracket) implies that the commutator structure of quantum mechanics is the unique way to achieve a strict lower bound on entropy.
0 sats \ 0 replies \ @noknees OP 2 Nov \ parent \ on: Simulating Time with Square-Root Space science
it was a tactic for luring in the ignorant ones, you ruined the plan :(
true enough, it's almost like python but for web development
and yes, if you think you want to write JS like a serious programmer you can always switch to typescript :)
haha no, it's probably a side project. Randomness (especially entropy) is an integral part of cosmology and in that course you automatically pass through concept of neural networks, regressions and descents, decision trees and random forests etc. if you want to visualize your formulas and data
It's probably related to that.
In fact, I'm also working on a similar MLA project, specifically a human behaviour prediction engine
You'll find it on my GitHub - TiresiasIQ
People have already started copying my code without any credits
Idk who made this website on a modified version of a previous edition of TiresiasIQ and changing it to predict security vulnerabilities (which is of course and big feat and a lot of code changes, but at least they could credit me for the inspiration š)
at the same time, are American astrophysicists more advanced in tools if not in the fundamental merits (i.e. Americans are not as good at solving complex equations with basic calculators?); i am not educated on the differences in curriculum and performance, sorry;
nah it's totally fine, It's true that the Science and Tech field in India lacks cutting-edge infrastructure but more than lack of finance, the Indian Govt. (in present day scenario) seems not to be much interested in this whole "Survival of the fittest" race, it rather bends towards gaining world popularity as a "political" nation (only god can define the true definition of political for India) and investing money thereby as such....
i also wonder if there is more esoteric cosmologists in India, who border on studying astrological-psychic phenomena?
yes there are, one of the famous contemporary Astrophysicists is Dr. Ashok Kumar Pal, I had a fortune listening to one of his breakthrough lectures on frame dragging