Where ae you?

Is there an unedited version? I'd love to watch the 30 minutes you skipped over if you still have it!

You really should upload the full unedited version too. If you don't want to bombard the public too much, you could put it up unlisted and then link to it here in the description.

cool

Correct me if I'm wrong, but it appears that he never answered the question in the title.

nice video bro. wish you had more views.

very cool

0:04 I haven't noticed that you're using fancier software because this is the first time I'm seeing your videos

Awesome!

Book by Popko, Divided Spheres, takes up other points on a sphere distribution algorithms.

did you ever actually continue this somewhere

for the d'oh, it'd be fun to have some panning so you can differentiate whether it hits on the left or the right

it'd be interesting to see just how large you can get the radius. At the exact right tradeoff, it should get as close to the corners as possible while still always hitting the edges. I bet there is going to be a somewhat nice closed-form solution for this.

Are you alright man? This is a brilliant video!

This evenly spacing points on a disk is something very real when lapping large optical mirrors. There you have a small circular tool that spreads over a large disk by rotation of the disk with a pendulum like moving of the tool. They want a relation between rotation and pendulum frequency with highest irregularity not lapping grooves but an evenly flat surface.

Yet you still cannot "comb" the sphere whatever distribution you use.

This is a great video which gave me *INSPIRATION* to understand how my *MEMORY WORKS*. - divided by r square : I remember childhood memories the most. And squarely it diminishes. - best accessible memories of today are AGE/PHI ages recursively. Insane , thank you ❤

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What is this

Why did I never find this video when I needed it? Pure gold.

Hey it’s golden gully or whoever

not all fibbonachi-spheres are the same quality in terms of equidistribution, they vary in offsetting all points.x along their spiral.x(uv.xyz) by the same remap(x,fromo,from100,to0,to360) function. the offset+scaling of the first-to-last cube matters, because it may not be ideal to have points exactly on the poles.

Can you post the unedited versions somewhere? Would be a shame for it to be lost (like the so3 stuff)

Fire animation and math, mate. Very well presented too.

Idk y this is in my suggestions, but I love it.

I actually have a need to do this in Blender - is this available anywhere, or at least instructions for doing it in Blender?

This is a cool video

Dang, if only I stumbled upon this video two years ago! This channel is a true gem. It's a bummer that you've stopped posting, but man, your energy and passion for math are truly inspiring! I've subscribed in the slim hope you return to KZbin one day.

Good Job! You didn't release video for 2 years. I hope you are in good health!

Just commenting so the algorithm picks up this masterpiece

Hello! Do you know how to program the dynamics of a Kleinian group like Joys Leys? Greetings from Mexico!

Wow just wow I’ve been interested in the Mandelbrot set for a while and I have basic understanding of it and the calculations but I’ve been cunfused on why it exists and how it’s used you explained what it was and the simple math to make it in detail in a way that kids could understand this is actually amazing and deserves way more views.

Do you have the code you wrote for this posted anywhere?

Mathematica has non-linear neural network functionality which can utilize the GPU. That, as well as FunctionCompile, could drastically speed it up.

whats the use of drawing mandelbrots?

kzbin.info/www/bejne/i3SkoWVqfamIgbs 🙄.

"let him cook" >1 year later

Man you are awesome

Are you the math genius i have been looking for?

The internet brought me back to this, still love it

Wow.. would like to try this..

Hey.. Do you use Octave or Mathamatica, do you have a recommendation for a calculation tool for hobbyist math guys?

Why doesn't this have one million views?

Where r u? Everything ok?

I dont have any ideas for this video but just a idea for a future video that would be fun and interesting. Try calculating the number of possible chess games. I know this has been done in the past but there are a lot of different ways to spin the problem that makes it fun. Say by limiting number of total moves before the game ends, or saying there are only a small amount of moves that are practical in any one position, or you could even just calculate the number of moves from move 1 to move n, as high as you can in your hour stream. This may not seem interesting to you... but thought i would put it out there as a suggestion!

Not sure if this is possible with your framework: But what about one object rotating about the z-axis around the origin and another rotating about the x-axis around the origin. Then make the objects the maximal volume (inside idk the unit ball...). What about the same with three objects around each axis?

Please take your time. I think the quality of your content every week is not sustainable (even if this is your full-time job, ?). They are way too better than I expect. From the end of this month, I cannot join the Wednesday streaming, unfortunately. But I would like to watch the recording anyway. Thanks!

woot! shaders!

This is how a short video should be done. It didn't leave me thinking I just wasted time clicking a thumbnail. And it's in proper Wide-screen, none of that vertitard shit. Cheers

So this is basically gear 2.0？