[ 3 / biz / cgl / ck / diy / fa / ic / jp / lit / sci / vr / vt ] [ index / top / reports ] [ become a patron ] [ status ]
2023-11: Warosu is now out of extended maintenance.

/sci/ - Science & Math


View post   

File: 194 KB, 1061x643, 1649087546658.png [View same] [iqdb] [saucenao] [google]
15140542 No.15140542 [Reply] [Original]

>> No.15140560
File: 27 KB, 252x243, 1674290081925.jpg [View same] [iqdb] [saucenao] [google]
15140560

Modern math is a joke, but your pic is only a brainlet getting filtered by entry level math.

>> No.15140561

>>15140542
>modern math
>is talking about 100 years old math
what did anon mean by this?

>> No.15140567

>>15140542
>avatar
why is it always the troons that can't do math?
you'd think schizophrenic autists obsessd with Voevodsky would learn some math, but they all turn into these caricatures

>> No.15141087

>>15140567
Why are troons obsessed with Voevodsky, I don't get it? He was a serious mathematician not a popularizer.

>> No.15141167
File: 82 KB, 768x1024, hotlilli.jpg [View same] [iqdb] [saucenao] [google]
15141167

>>15140542
>Is modern math a joke?
Not the word I'd use.
It just has some trends and is arguably more boring for it.
Set theory etc. aside, the dominance of algebraic geometry and topology is sickening. Those are relevant topics to study, but they are 10x overrepresented as to what they should be.

>>15140561
To be fair, the logicism developments from around 1870-1910 are still seen by many as "the foundation"

>> No.15141172

Filtered, many such cases

>> No.15141200

>>15141087
HoTT is very close to CS and CS troons who pretend to know category theory also seem to love pretending they know HoTT
the only accomplishment of troons, as in every other welcoming community they infest, was driving actual mathematicians (like Grayson) away from HoTT - to no surprise, no troon could replace them because they are talentless schizoprenics who can't actually do any mathematics, hence the stagnation
the only way to avoid this is to have secular communities instead of welcoming every freak of nature as if they're your equal

>> No.15141347

>>15141167
Which fields do you think are underrepresented?

>> No.15141377

>>15141167
what is algebraic geometry? I only know geometric algebra

>> No.15141401

>>15141377
>what is Wikipedia? I only know /sci/

>> No.15142544

>>15140542
If it were a joke then you'd be laughing, its an insult to all intelligent people. its only funny in the same way that six month old milk tastes funny

>> No.15142583

yes
jokes and nonsense keep the students happy
modern math is about unifying the foundations of education philosophy in Europe a.k.a. the 1875-1925 surge in what started as the Roman compulsory education system
>"Jesus said, 'Jokes and nonsense will unify the Tribes of Israel.'"
>"And then Jesus said, 'I'm eating this fish.'"
>Look, I made this student talk about sets
>And I didn't even tell him what a set is!!!

>> No.15142588
File: 324 KB, 882x889, NJW.png [View same] [iqdb] [saucenao] [google]
15142588

>>15140542
Yes

>> No.15142589

>>15141167
You can actually get away with entirely avoiding algebraic geometry and topology if you do applied math.

>> No.15142590

>>15141167
>the dominance of algebraic geometry
It's dominant for a reason. It has incredible depth and breadth, and touches pretty much every subject in mathematics.

>> No.15142683

>>15142590
>touches
Yet the majority of the content of the subject is irrelevant to those subjects.

>> No.15142821

YES FEYERABEND! BURN IT ALL DOWN AND REPLACE IT WITH COMMUNISM! WOOO HOO!

>> No.15143240

>>15141377
Take any polynomial of the form:
[math] a * x^n + ... + e * x^2 + f * x + g = 0 [/math]
We want to find the roots of the function. If we plot this function out on a graph where x is the domain and y is the range, then we know the roots of the function are the parts where the function touches zero.
This is the simplest case of algebraic geometry. We viewed the solution to our algebra polynomial as a part of a shape (that is the curve of the function), We could also have a function of the form, say:

[math] x^2 + x + 2y^2 + 3 y = 0 [\math]
Then this shape would be a sheet instead of a curve that we are attempting to find a range of zeros for. Algebraic geometry studies the properties of shapes like this one that can be represented using algebra.

>> No.15143242

>>15141401
Yes