Sphere eversion : cut open version of the teaser
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- เผยแพร่เมื่อ 18 มี.ค. 2018
- Since I cannot find enough free time to produce a movie, I finally decided to stop retaining this short clip produced by Jos Leys and myself in July 2016. There we better see what was hidden in • Sphere Eversion : teaser
- วิทยาศาสตร์และเทคโนโลยี
I was ready to say "watch out, that's a sharp bend" but there weren't any sharp bends, great job!
Is this it? Is this a sphere turning inside out?
Yes
@@BenDanYt Emanuele is citing the movie "Outside In". Which I recommend by the way.
@@ArnaudCheritat i already saw it and it's awesome! "That wasn't easy to understand, was it?"
Like a basketball.
watch the huggbees version @@BenDanYt
0:35 if you pause it here you get half a blue m&m
Thanks man
There are 2 types of people
Math teacher: aight this is gonna be an easy lesson
The lesson:
Im so sorry for every doubting you
My head hurts now. Thank you.
Thanks for making this elegant Animation 👏👏🙏
This is the easiest method to visualize i have seen yet, tho the beguening is a bit wacky
What program do you use for that?
Rendering was done in POV-Ray by Jos Leys from a sequence of .obj meshes produced by a C++ program I wrote
@@ArnaudCheritatNice work
Genial !!
What did I watch and why do I love it
I believe a half sphere turning inside out
As cool as this is, has anyone found an application for this, either in a physical world problem, or in another part of math?
I mean... the material of the sphere itself is this abstract, fictional "fabric" that can pass through itself, bend and twist, but cannot be creased without destroying it. So, uh... maybe not.
Topology has a bunch of weird applications in other branches of math you wouldn't expect
I don't think it has any practical applications. They may appear in the future, you never know, but it seems very unlikely.
The rules describe the rules of topology, and like all theoretical mathematics, topology has many practical applications in completely unexpected places.
Me watching old inside out
Got spark
And puching each other
And found out
THEY SHARP BEND
Do it as a whole sphere, but semi-transparent.
The attempts I made at semi-transparency on simpler situations are already incomprehensible
You can flip it inside out by pushing bottom part up
Big brain right here
because in the original its a full sphere and it creates a crevice
Just poke a hole through in it and pull it through
@@vincentfisher950 nope. We are trying to turn a FULL Sphere outside in, no holes or anything.