ITT: we post cool math pictures we made and people have to guess what they are

ITT: we post cool math pictures we made and people have to guess what they are
pic related

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wolframalpha.com/input/?i=N א‬ P
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a graph

>Thread

Some distribution function? :)

Something to do with public interest in the Seahawks, and Richard Sherman getting injured and the Seahawks not making the playoffs, amirite?

Number π (/ paJ /) is a mathematical constant. Originally defined as the ratio of the circumference of a circle to its diameter, it now has a variety of equivalent definitions, and many formulas appear in all fields of mathematics and physics. This is approximately equal to 3.14159. He has been working with the Greek letter "π" since the mid-18th century as a representative, although it is sometimes spelled as "PI".
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數π(/paJ/)是數學常數。 最初定義為圓其直徑的圓周的比率,它現在有各種等價的定義,並出現在數學和物理的所有領域許多公式。 這近似等於3.14159。 他一直與希臘字母“π”自18世紀中葉為代表,雖然它有時被拼寫為“PI”。

you with a beard looking down

Why does it get so dispersed near the end?

It's numerical integration and it's not perfect at this size. It took about 3 hours to run this as it was

Some oscillator with a shitty algorithm?

Color My Face White, Please
顏色我的白色,請
Color My Qi White, Please
顏色我齊白色,請

색상 내 치 화이트, 제발

カラーマイチーホワイト、してください

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PQ IO Q IP
P Qi O Qi P
PQ IO Q IP


N א P

wolframalpha.com/input/?i=N א‬ P

Forgot link like a moron.

[math]N א P[\math]

...

That's not all you've done like a moron.

Bow before your master.
Guess the function.

Cavendish experiment?

Quads confirm

That's not a single function but a family.

I may be a brainlet who just played around with GeoGebra but I don't think that [math]floor(sin(floor(x)) x)[/math] is a family of fuctions by itself. Please don't bully me if I'm wrong, but by all means, correct me.

Interdasting.

Do your best

hehe that's funny

...

...

looks like a fucking danmaku game.

Brainlets will never guess THIS graphically represented mathematical equation!

that's inane

Is this done with a 2D Fourier series?

Math is so beautiful.

...

It does.

brapff bifurcation

fourier series?

kino

>which shows why using epicycles to explain orbits is good, but jesus its not right

keked very hard

Anyone know what this is? Found it in my image folder.

It’s mandlbrot

...

Well it's definitely a complex plot of some kind. It doesn't really look like Mandelbrot to me, though

it definitely looks like some fractal defined by a similar recursive definition like the mandelbrot set

>says what it is in the filename

And you guys call niggers stupid. baka.

...

something like xsin(x) combined with a few characteristic functions

I'ma spell it "paJ" from now on.

some function in hyperbolic space?
don't know enough about hyperbolic geometry to comment more

Do you even know what the logistic map is? Nothing he said was wrong.

I want to say mass spec of some protein, but it looks too clean, and it seems like its cut off before its finished...

I'ma thinkin' this is pretty cool.

I didn;y make this, and I'm not even going to make you guess -- I just thing Langton's ant is a cool little mofo.

>Do you even know what the logistic map is? Nothing he said was wrong.
Everything he said was vague.
You think the filename is wrong?

this isnt a sci humor thread friend

cant tell if reflexive or umbra/penumbra

looks like conway

was waiting for dick butt

my god... its beautiful...

I made something like this on my ti84 in middle school.
>fourier series can represent anything
mfw

is it one of those "rule" things? Either that or a fourier transform of some periodic function

whatever that is, it's pretty dope. I'm gonna guess contour integrals in the complex plane.

Vaporwave hall

sandpiles

I don't want to upload figures from my paper and be doxed

>fails the vertical line test
>function

Obviously a poincare diagram of some shitty nonlinear function. Why don't you just go linear man?

Imagine looking at it from above and it becomes more obvious. It demonstrates the connection between the mandelbrot set and the logisitic map

it doesn't fail the vertical line test, brainlet. that's a scatter plot

Now the important question --

What is the orientation of the Dickbutt Curve?

Ergodic flow

...

trajectories of some ODE with different initial conditions.

Well, yeah it's a mandelbrot, but what kind, what variation of recursion created the height observed in the pic? It's clearly doing calculation with the inside, rather than outside of the set, which seems less popular, though I'm not sure why it should be.