/sci/ - Science & Math » Thread #12240839

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Anonymous Sat 17 Oct 02:38:23 2020 No.12240839 View Reply Original Report

Quoted By: >>12240856 >>12242072 >>12242092 >>12242205 >>12242320

If differential equations are "unsolvable" then why can we find general solutions? lol, 3blue1brain cell

Anonymous

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Anonymous Sat 17 Oct 2020 02:39:56 No.12240842 Report

Quoted By:

Anonymous

Anonymous Sat 17 Oct 2020 02:47:22 No.12240856 Report

Quoted By: >>12240877 >>12242117

>>12240839
If machines could learn, then why don't they learn machine learning and take over the world? lol 3blue1braincell

Anonymous

Anonymous Sat 17 Oct 2020 02:57:42 No.12240877 Report

Quoted By: >>12240883 >>12243588

>>12240856
bc machine learning is overhyped best line fit math lol!

Anonymous

Anonymous Sat 17 Oct 2020 03:01:25 No.12240883 Report

Quoted By:

>>12240877
bro c'mon just 1 more parameter man, I swear this machine is going to reach singularity
c'mon it'll be fun

Anonymous

Anonymous Sat 17 Oct 2020 03:06:28 No.12240890 Report

Quoted By:

if we know phisics, then why can't we invent infinite energy? lol, 3blue1brain cell

Anonymous

Anonymous Sat 17 Oct 2020 15:24:22 No.12242072 Report

Quoted By: >>12242402

>>12240839
not all of them are unsolvable, and we can get numerical solutions anyway

Anonymous

Anonymous Sat 17 Oct 2020 15:36:16 No.12242092 Report

Quoted By:

>>12240839
>if quintics are "unsolvable" then why can I solve x^5 = 1? lol

Anonymous

Anonymous Sat 17 Oct 2020 15:49:11 No.12242117 Report

Quoted By:

>>12240856
There are AIs able to build other AIs, look it up

Anonymous

Anonymous Sat 17 Oct 2020 16:36:27 No.12242205 Report

Quoted By:

>>12240839

DE are in general not solvable. If you write a DE with random terms factors and functions then you can't get a closed form solution

Anonymous

Anonymous Sat 17 Oct 2020 17:19:43 No.12242320 Report

Quoted By:

>>12240839
What's unsolvable on differential equations? My encyclopedia of mathematics from 60 says it's solved. But LSD was allowed and used when they wrote that book.

What's the problem with differential equations?

Anonymous

Anonymous Sat 17 Oct 2020 17:56:07 No.12242402 Report

Quoted By:

>>12242072
>just throw RK4 at it bro

Anonymous

Anonymous Sat 17 Oct 2020 18:22:25 No.12242473 Report

Quoted By:

You can use numerical approximations to get a 'good enough' solution to most ODE and PDE systems. Super useful when you're doing computational modeling work.

Anonymous

Anonymous Sun 18 Oct 2020 00:43:58 No.12243588 Report

Quoted By:

>>12240877
kek quite literally

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