You will never learn linear algebra for the first time ever again

>you will never learn linear algebra for the first time ever again

This is not right place for feelings.
Go back to /r9k/.

>Tfw you will never not know how to prove x•0=0

>proving an axiom

You know what I mean, unless you don't, in which case, kys

I don't really enjoy learning math and physics. Maybe 1/1000 things I learn make me say 'Oh, neat." But I enjoy the ability to utilize learned things enough that I power through it.

Yeah, I know, that probably inherently makes me a pleb.

>you will never relive the moment in which galois theory clicked
I truly count that moment among the most beautiful of my entire life.

Are you thinking of vector space axioms? Because that is not one of them.

Yup. IIRC proving 0v = 0 was the first theorem we proved in linear algebra

>you will never learn analytic geometry for the first time ever again
>you will never experience the converging of every basic math branch for the first time even again

damn you, i never asked for this

:( I hope I learn many more interesting topics like linear algebra

what about linear algebra?

you will never ejaculate for the first time ever again

Man, tell me about it.
Nothing did quite the same thing since.

I'll be taking my first rigorous proof-based linalg course pretty soon.

Am I supposed to get hyped?

Yes.
It might take a while to get it, but man, you'll understand why Galois was a freaking genius eventually.

Unfortunately I will because I dropped the course 3 years ago before actually completing it.

>muh stupid inequalities and proofs
I don't give a fuck about that garbage. I don't need them. Why do I have to learn them?

When is galois theory taught?

>I don't give a fuck about that garbage. I don't need them. Why do I have to learn them?

Why are you here?

math is useless

What can obvious way to out yourself as a troll.

>you will never relive the moment in which INTER-UNIVERSAL TEICHMÜLLER theory clicked

I still remember how it felt, my vision went blurry from the feeling.

I have linear algebra this semester.

Is it really this good folks? I was more excited about the differentials (course title is "Differentials and Linear Algebra).

>Why are you here?
To spit on the face of autistic theoretical mathfags.

>muh n-dimensional manifold space operations
lol virgins

>Differentials and Linear Algebra

sounds like a computation-based LA class
i.e. Linear Algebra - Watered Down for Engineers Edition

>you will never learn linear algebra because you are busy shitposting and wasting you life browsing the chon

Take your pedophile cartoons back to /a/

Joke's on you. I failed it my senior year and now I'm going to retake it on an EdX class starting next week and actually learn it.

There is always an amazing new theorem in your future.There are a few in LA.

* Polar decomposition
* Various other decompositions
* Everything about eigenvalues and eigenvectors esp in complex spaces

it only gets really hype sometimes after eigenvalues are introduced. If the course is starting from zero knowledge of vector spaces, it might only get good near the end of the semester. Hopefully you can do a follow on course.

>proving the zero vector is contained in vector space
>is equal to proving x*0=0

lol

>failed it my senior year

>he's probably an engineer

>he probably took a watered down "linear algebra for engineers course"

>and he still failed

>Edx

brainlet the post

Nope, env sci pleb. Almost got a chem degree too. Took the classes for fun, but was having a hard time in life at the time.

>the zero vector is contained in vector space
what did user mean by this?

I'm a Physics Major.

No idea what that is, but cool.

...

Hate linear algebra but my financial degree demands it for whatever reason

Let a be an integer where a != 0

a + 0a = a
1a + 0a = a
(1+0)a = 1a = a

>the real numbers aren't a vector space

You literally just assumed the theorem to prove the theorem.

Congratulations on being retarded.

He missed the chance to call it his eigenvector

Jesus christ

Axiom 1
0+a=a

Axiom 2
1*a=a

Axiom 3
(a+b)*c=a*c+b*c

Now 1*a=a
1=1+0
=>(1+0)*a=a
1*a+0*a=a
a+0*a=a

Now either you appeal to just identifying 0*a with 0 or if you additive inverses add one to each side.

>tfw epsilon delta proofs will never again leave you clueless
>tfw you will never be satisfied again unless it's in complete generality
>tfw physics "proofs" are so handwavy but work anyways

>ywn understand Hume's problem of induction for the first time again
>ywn have blind faith in science again
>ywn hit Karl Popper with an iron poker again
>ywn understand Godel and Russell for the first time again
>ywn have blind faith in mathematics again
>ywn overcome the munchausen trilemma and kill skepticism with your late works again
>tfw

>ywn go back in time and be good student in high school so you could have been graduating university by now

IF WE COULD TURN BACK TIME

>not the spectral theorem

Can someone answer this question please?

I'm glad you're here

When you open up literally any algebra text and open to the chapter titled "Galois Theory."

i feel this but honestly getting out into the world for a bit isn't the worst thing, it helps shed the know-it-all attitude that a lot of would-be first year students have.. unless of course you're like.. 30.. or something..

That's not what i asked fuck face

>college senior, exposed to linear algebra through other math courses so I'm generally familiar with eigenvalues/vectors and shit
>taking an actual linear algebra class this semester for my minor

What should I expect?

Don't try to understand it, if you do, you have a feminine brain.

You just should have huge memory

Bullshit and bullshit and a little of bullshit

Taking the proof based course next semester. Super hyped about it.

What do you guys think of pic related?