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/sci/ - Science & Math

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>> No.10982515 [View]
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10982515

Obviously numbers exist.
Real question is what else does?

>> No.10162535 [View]
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10162535

>>10162080
more nonsensical results derived from the notion of a "real number"
when will mathematicians come to their senses

>> No.10150593 [View]
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10150593

>>10150589

>> No.9863695 [View]
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9863695

>> No.9784384 [View]
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9784384

Has Wilderberger finally put the nail in the coffin of modern mathematics?

https://www.youtube.com/watch?v=U75S_ZvnWNk

>> No.9716150 [View]
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9716150

>>9716122
>implying n runs on forever

>> No.9686366 [View]
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9686366

>>9686357
fu g

>> No.9205773 [View]
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9205773

>> No.8623715 [View]
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8623715

>finite

>> No.8032494 [View]
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8032494

>it's a 'zeta and xi occur in the same context' lecture

>> No.7899540 [View]
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7899540

post your rare wildbergers
haven't watched the dude's channel for a while. i kinda lost it when he claimed his new rational approach will give birth to a spectacular operator theory over finite fields.
>JUST

>> No.7620390 [View]
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7620390

>>7619435
>browsing the micronesian science fair poster board
>not just laughing your ass off at the dumbass shit that gets posted

>>>>>/stackexchange/

>> No.7615682 [View]
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7615682

>>7615677
You really just a scumbag professor aren't you?

>> No.7615355 [View]
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7615355

think back to when I was a literal math newbie too.

>> No.7540447 [View]
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7540447

>>7539953
Except there are real numbers where you can't compute their digits.
I.e. the number that are in the complement of the reals with respect to the set of computable numbers

en.wikipedia.org/wiki/Chaitin's_constant

https://en.wikipedia.org/wiki/Computable_number

>> No.7485481 [View]
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7485481

Your problematic platonic view of mathematics aside, in the very most cases, the concept is employed to formalize non-exhaustiveness. "there is always another one."

>> No.7168731 [View]
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7168731

>>7168725
I have a Wildberger folder. Do you?
>>7168723
>>7168728
Optimization will naturally be useful. Machine learning as well. But what about classical fields like analysis, algebra and geometry?

Is it only my feeling that analysis got dominated by geometry?
>tfw you are in analysis

>> No.7157326 [View]
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7157326

Just did the exercises with all the Lagrangians with all the gross sin's an cos's.

Somebody motivated to look how Wildberger defines his Quadrance and Spread and write the Lagrangians down in terms of those :D

http://en.wikipedia.org/wiki/Rational_trigonometry#Spread

>> No.7156848 [View]
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7156848

Based Wildberger, of course.

>> No.7125979 [View]
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7125979

How should we formulate a rational version of the spectral theorem?

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