/sci/ - Science & Math » Thread #12296479

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Anonymous Sun 01 Nov 19:44:47 2020 No.12296479 View Reply Original Report

Quoted By: >>12296489 >>12296693 >>12296729 >>12296733 >>12296736 >>12296758 >>12297251 >>12297286 >>12297290 >>12297317 >>12297406 >>12297534

What is the most profound mathematical statement that you’ve ever come across?

Anonymous

Anonymous Sun 01 Nov 2020 19:47:09 No.12296489 Report

Quoted By:

>>12296479
0.999... = 1

Anonymous

Anonymous Sun 01 Nov 2020 20:43:57 No.12296693 Report

Quoted By:

>>12296479
2+2=5

Anonymous

Anonymous Sun 01 Nov 2020 20:46:32 No.12296700 Report

Quoted By:

infinity = -1/12

Anonymous

Anonymous Sun 01 Nov 2020 20:50:21 No.12296711 Report

Quoted By: >>12297291 >>12297292

Universal programs (e.g. universal Turing machines) exist.

Anonymous

Anonymous Sun 01 Nov 2020 20:55:29 No.12296729 Report

Quoted By:

>>12296479
13%

Anonymous

Anonymous Sun 01 Nov 2020 20:56:59 No.12296733 Report

Quoted By:

>>12296479
Come to think of it, Taylor theorem maybe.

Anonymous

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Anonymous Sun 01 Nov 2020 20:57:45 No.12296736 Report

Quoted By: >>12297307

>>12296479

Anonymous

Anonymous Sun 01 Nov 2020 20:59:27 No.12296740 Report

Quoted By: >>12296775

0 = {}

Anonymous

Anonymous Sun 01 Nov 2020 21:03:59 No.12296758 Report

Quoted By: >>12296762 >>12297298 >>12297319

>>12296479
"there are no even prime numbers."
This halves the time it would take to apply a prime number sieve when you think about it.

Anonymous

Anonymous Sun 01 Nov 2020 21:05:11 No.12296762 Report

Quoted By:

>>12296758
I should add the caveat that 2 is the only exception to this rule. Since it is divisible by itself.

Anonymous

Anonymous Sun 01 Nov 2020 21:09:46 No.12296775 Report

Quoted By: >>12296785

>>12296740
the fuck is {}?

Anonymous

Anonymous Sun 01 Nov 2020 21:13:44 No.12296785 Report

Quoted By: >>12296809

>>12296775
$x \ s.t. \ \forall y. y\notin x$

Anonymous

Anonymous Sun 01 Nov 2020 21:14:29 No.12296786 Report

Quoted By:

OP = f(aggot)

Anonymous

Anonymous Sun 01 Nov 2020 21:26:41 No.12296809 Report

Quoted By: >>12297254 >>12297391

>>12296785
and what does that have to do with zero?

Anonymous

Anonymous Mon 02 Nov 2020 00:08:19 No.12297251 Report

Quoted By:

>>12296479
Dirichlet principle, unironically

Anonymous

Anonymous Mon 02 Nov 2020 00:09:45 No.12297254 Report

Quoted By:

>>12296809
>he doesn't know about von Neumann ordinals
jfl

Anonymous

Anonymous Mon 02 Nov 2020 00:23:13 No.12297286 Report

Quoted By:

>>12296479
Proofs are programs. Curry-Howard correspondence.

Anonymous

Anonymous Mon 02 Nov 2020 00:25:17 No.12297290 Report

Quoted By:

>>12296479
identity = analysis * priority[list]

It is part of the Vagus Conjecture

Anonymous

Anonymous Mon 02 Nov 2020 00:26:10 No.12297291 Report

Quoted By:

>>12296711
turing machines don't exist tho?

Anonymous

Anonymous Mon 02 Nov 2020 00:26:19 No.12297292 Report

Quoted By: >>12297307

>>12296711
Yes, they are called humans/homo sapiens.

Anonymous

Anonymous Mon 02 Nov 2020 00:28:26 No.12297298 Report

Quoted By: >>12297301

>>12296758
of fucking course. every even number after 2 is divisible by 2. Kids in preschool realize that while getting their diaper changed

Anonymous

Anonymous Mon 02 Nov 2020 00:29:46 No.12297301 Report

Quoted By:

>>12297298
well fuck you too i guess

Anonymous

Anonymous Mon 02 Nov 2020 00:30:54 No.12297307 Report

Quoted By:

>>12296736
cringe
>>12297292
false

Anonymous

Anonymous Mon 02 Nov 2020 00:35:55 No.12297317 Report

Quoted By:

>>12296479
fundamental theorem of Abelian groups and Jordan decomposition for matrices being two instances of a single theorem

Anonymous

Anonymous Mon 02 Nov 2020 00:36:59 No.12297319 Report

Quoted By:

>>12296758
What's more useful is that all primes past 3 are congruent to +/- 1 modulo 6. Add 2, then add 4, repeat.

Anonymous

Anonymous Mon 02 Nov 2020 01:02:38 No.12297391 Report

Quoted By:

>>12296809
It's the definition of zeroes if you're talking about ordinals. You'd probably have to define zero differently if you wanted the natural numbers to be a subset of some construction of the reals though

Anonymous

Anonymous Mon 02 Nov 2020 01:04:51 No.12297398 Report

Quoted By:

13/50

Anonymous

Anonymous Mon 02 Nov 2020 01:08:16 No.12297406 Report

Quoted By:

>>12296479
2 + 2 = ...2

Anonymous

Anonymous Mon 02 Nov 2020 01:56:12 No.12297534 Report

Quoted By:

>>12296479
Higher order Pascal's triangle symmetries.

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