How do we solve the 3 body problem?

>>16725416 (OP)
usecase?

>>16725416 (OP)
two body problem is solved by people moving in together. three body problem, while not as widely accepted in jurisprudence, is solved by moving in together. while it cannot be formally recognized as a solution, informally we can all accept it as is.
https://en.wikipedia.org/wiki/Two-body_problem_(career)

>>16725416 (OP)
you got two hands and a dick

>>16725450
Thruples are inherently gay and unstable thoughbeit. My friend was in one and now he's a singleton alcoholic.

>>16725469
it sounds like they were in an unstable orbiter situation. shame they couldn't predict their outcome

>>16725481
Indeed. Eventually even the most carefully positioned orbiter finds himself ejected into the fathomless void.

>>16725420
spacebar

>>16725416 (OP)
By Using Much Better Than a darkforest mindset Math Progression. Invisible, to, Complex Numbers, andor formula.
Then the ranges of the invisible numbers can be deduced leading to an invisible formula, then complex number formula simplified to a real number formula if applicable. It might Be System Specific.
Hopefully that's Helpful.
Andor Do You mean Solve aside from Math?

>>16725416 (OP)
very carefully

>>16725416 (OP)
On a computer.

>>16725416 (OP)
brute force, over and over again using updated ephemera. seems to work for most purposes.

for anything else look for the extensive entry by Paul Mainwood, though others are useful too.

https://www.quora.com/What-is-a-3-body-problem-and-why-is-it-unsolvable

>>16725416 (OP)
just wait for it to settle down

>>16725416 (OP)
With iterative approximation methods.
>That's not solving.
Yeah, but computers are really really fast nowadays so...

>>16725416 (OP)
TMD

>>16725416 (OP)
https://www.youtube.com/watch?v=2xUynRdzzsM

>>16725416 (OP)
Bend over and submit your booty to Trisolaris.

>>16725416 (OP)
solve the n-body problem and let n=3

>>16725566
You mean like this? I don't think it worked.
https://www.youtube.com/watch?v=eTWqCllw_SM

>>16725416 (OP)

https://static1.squarespace.com/static/5f3c292b69b32e2a8fc88ce7/t/67dda92e160dfe21c0a2489a/1742580015181/Resolving_3_Body_Problem_THoward.pdf

Terrence Howard already did.

>>16725416 (OP)
Numerically

>>16727531
>Space Bar
More like Milliways.

I know how to solve the 3 body-count problem if you know what I mean.

>>16725416 (OP)
>How do we solve the 3 body problem?

Zinc and Oysters help with having huge loads.
Get a king size bed, 2 at once is sexy and doable, just rotate one out every 8 hours.

>>16728045
actually, if one of the bodies is very petite compared to the other 2, there is no 3 body problem at all. And who doesn't appreciate a nice little body from time to time?

>>16725416 (OP)
With a shovel.

>>16728483
3rd body is problem.
No 3rd body, no problem.

>>16725416 (OP)
Reduce the mass of the third one to 0.0...001

>>16725416 (OP)
fmf or mf2 in an homogeneous hot and wet environment.

>>16729880
That's a good idea

>>16729880

>>16725416 (OP)
test
[eqn]

|\psi_0\rangle = |0\rangle \otimes |000\rangle

|\psi_1\rangle = H|0\rangle \otimes |000\rangle = \frac{1}{\sqrt{2}} \left( |0\rangle \otimes |000\rangle + |1\rangle \otimes |000\rangle \right)

|\psi_2\rangle = \frac{1}{\sqrt{2}} \left( |0\rangle \otimes |000\rangle + |1\rangle \otimes |101\rangle \right)

H^{\otimes 3} |000\rangle = \frac{1}{\sqrt{8}} \sum_{x \in {0,1}^3} |x\rangle

H^{\otimes 3} |101\rangle = \frac{1}{\sqrt{8}} \sum_{x \in {0,1}^3} (-1)^{x_0 + x_2} |x\rangle

|\psi_{\text{final}}\rangle = \frac{1}{\sqrt{2}} \left(
|0\rangle \otimes \frac{1}{\sqrt{8}} \sum_{x \in {0,1}^3} |x\rangle +
|1\rangle \otimes \frac{1}{\sqrt{8}} \sum_{x \in {0,1}^3} (-1)^{x_0 + x_2} |x\rangle
\right)

= \sum_{x \in {0,1}^3} \frac{1}{\sqrt{16}} \left(
|0\rangle \otimes |x\rangle + (-1)^{x_0 + x_2} |1\rangle \otimes |x\rangle
\right)

[/eqn]

>>16725416 (OP)
massage your wife's feet before asking for the threesome

>>16732408
what were you testing fren?