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/sci/ - Science & Math


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10216187 No.10216187 [Reply] [Original]

All mathematics without a memory component is 100% abstract and arbitrary.

>Prove me wrong.

Alternatively what field of mathematics do you feel describes memory perfectly.

>inb4 binary

>> No.10216188

>Alternatively what field of mathematics do you feel describes memory perfectly.
IUT

>> No.10216190

set theory

>> No.10216230

>>10216190
Could you provide your relational map/reasoning, please?

>> No.10216260

>>10216187
Noetherian hereditary abelian categories satisfying Serre duality

>> No.10216288

>>10216260
And this word salad achieves...?

>> No.10216294

>>10216288
It's a field with no memory component that's only 30% abstract and arbitrary

>> No.10216343

>>10216187
Abstract and arbitrary are two different things.

Who would argue math is not abstract. Retarded premise.

For the second part, math is a tool of human logic and it remains that no matter what. It is always reasoned and therefore never arbitrary.

>> No.10216437

>>10216343
But is it reasoned by virtue of stable memory? Are you guys just building complex dictionaries in order to justify the simple shit that happens every day?

>> No.10216488

>>10216187
>Prove me wrong.
The axioms of Euclidean geometry can be derived a priori, meaning that they’re not just abstractions from experience, but necessarily true of objects in space.

>> No.10216492

>>10216488
... gift me your path

>> No.10216496

>>10216492
Read Kant

>> No.10216499

>>10216496
Why did you not recommend Euclid's elements?

>> No.10216503

>>10216499
Cause you dont have to to answer the abstract question in the OP, although it does illustrate it. So read that too if you wish.

>> No.10216517

>>10216503
I seek minimal overlap between extrema.