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/sci/ - Science & Math


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File: 3.83 MB, 360x375, M-Transform.gif [View same] [iqdb] [saucenao] [google]
8574322 No.8574322 [Reply] [Original]

Post cool math gifs

>> No.8574776
File: 319 KB, 256x256, 1482167259145.gif [View same] [iqdb] [saucenao] [google]
8574776

>> No.8574847

Math is never cool

>> No.8575122

>>8574847
Math is hard amirite guise xD

>> No.8575124

>>8574847
Cuz its hot

>> No.8575131

>>8574847
I WAS NEVER COOL

in school

...

i bet you don't remember

...

me

>> No.8575138

>>8574847
K bro, say that when I'm out there fucking your sapiosexual gf, m8.

>> No.8575147

>>8574322
the fuck is this supposed to b

>> No.8575159

>>8575147
I think it every iteration joins the midpoints of each adjacent segment

>> No.8575165

>>8575159
and ? it just smooths the line? is that whats """cool"""?

>> No.8575178

>>8575165
why are you even on this board

>> No.8575180

>>8575178
because it's a science board? duh

>> No.8575197
File: 237 KB, 572x447, Weierstrass.gif [View same] [iqdb] [saucenao] [google]
8575197

>>8574322

>> No.8575232

>>8575165
it looks cool desu. Im not even op btw

>> No.8575321
File: 2.90 MB, 360x375, hilbert.webm [View same] [iqdb] [saucenao] [google]
8575321

>>8575165
Looks cooler when you do it on fractals desu.

One anon discovered that they converge to smooth lower-order versions of themselves. Makes you wonder if there's an analytic expression for the process.

>> No.8575328

>>8575321
>>8575232
still baby tier.
jeez maths is so booring. can we get some cool machine parts gifs in here?

>> No.8575353
File: 8 KB, 360x274, hilber_4000.png [View same] [iqdb] [saucenao] [google]
8575353

>>8575321
Actually I guess converge is the wrong word here as running the process longer smooths things out ever more dramatically. Pic is 4000.

I guess the real question is, would it converge to a straight line between the endpoints if the process continued on indefinitely?

>> No.8575355

>>8574847
Homosexual detected.

>> No.8575608
File: 40 KB, 683x682, Hilbert.png [View same] [iqdb] [saucenao] [google]
8575608

>>8575321

ayy that was me. Pic related is the first time it was ever done. What I later found out was that the process still works when you consider each segment to be a vector, and then take two neighbors in a matrix and divide their sub by half. If you take all the resultant vectors and imagine them stemming from a single point then they can be used to form a parametric equation that describes the tendency of motion of the polygon formed after n iterations. The parametric begins as a tangled mess, but quickly unfolds it'self into a shape which smoothly juts outward from the center point, loops around, and returns.