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Mobius Strip

Anonymous Wed 07 Aug 13:22:34 2019 No.10871096 View Reply Original Report

Quoted By: >>10871102 >>10871218

Watching Avengers Endgame and I want to know how we invert the mobius strip.

Anonymous

Anonymous Wed 07 Aug 2019 13:27:16 No.10871102 Report

Quoted By: >>10871105

>>10871096
It's simple. Use a biheuristic process to take the isointegral across the strip's perimeter with respect to its area. Use the result to construct new eigenvectors, and then take the neodeterminate of them. The result will be the bounds of a new mobius strip that'll be the inverse of the orginal.

Anonymous

Anonymous Wed 07 Aug 2019 13:31:06 No.10871105 Report

Quoted By: >>10871109 >>10871116 >>10871194

>>10871102
Ohhhhh it's all in the eigenvectors?

Anonymous

Anonymous Wed 07 Aug 2019 13:35:37 No.10871109 Report

Quoted By: >>10871139

>>10871105
Seriously though. Mobius strip is a 1dimensional plane right and can't actually be inverted, riiiight?

Anonymous

Anonymous Wed 07 Aug 2019 13:39:20 No.10871116 Report

Quoted By: >>10871129

>>10871105
Yes, but mind you, while Eigenstein was a brilliant man for his time, his method of finding eigenvectors is very crude by today's standards and will get you laughed at. A better way would be to use Newton's Solution for finding the matrix subspace bounds backed up by the Bunsen technique to check your results. If you want to go all out, then solving for Hawking's postderivative matrixspace equations will be the best.

Anonymous

Anonymous Wed 07 Aug 2019 13:46:52 No.10871129 Report

Quoted By: >>10871156

>>10871116
Your enthusiasm turns me on. Buuut be kind to me..
Let's say a mobius strip with an infinite length.. ignore the width as the universe is not a strip of paper...
But if a mobius strip is a dimension of infinite length, then mathematically it can be a dimension of infinite length (assumption).

Does an infinitely positive dimension have a functional difference from a negatively infinite dimention, in the constraints of a geometrically defined plain?

Anonymous

Anonymous Wed 07 Aug 2019 13:51:48 No.10871139 Report

Quoted By: >>10871147

>>10871109
>one dimensional
No, it's a surface and falls in the topological classification of surfaces.
If you look at it as an element of the circle's Picard group, it's inverse is itself.
They could mean some other type of inversion, tho.

Anonymous

Anonymous Wed 07 Aug 2019 13:59:35 No.10871147 Report

Quoted By: >>10871152

>>10871139
Trying my best but a mobius strip needs to exist in a 2d space to maintain its geometry (again forgetting about the width of the plane, in which case it would need a 3d space)

It has one face, of infinite length... How do you rationalize a plain that goes forever, backwards or forwards, being inverted.

I made a mobius strip and I inverted it. Held the same shape.

Anonymous

Anonymous Wed 07 Aug 2019 14:03:09 No.10871152 Report

Quoted By:

>>10871147
Topology is hardcore

Anonymous

Anonymous Wed 07 Aug 2019 14:05:44 No.10871156 Report

Quoted By: >>10871189

>>10871129
>Does an infinitely positive dimension have a functional difference from a negatively infinite dimention, in the constraints of a geometrically defined plain?
According to modern neogeometry, no. The Axiom of Infinite stretchyness (yes thats its actual name, quit laughing) states that dimensions of any infinite quantity can not be equal ever or else you get weird things like polygonal wormholes or Gabriel's Horn having negative volume. However, there is a somewhat fringe theory proposed by Neil deGrasse Tyson which is called the Geometric Overflow Theory (or GOT). GOT postulates that there exists somethere in infinity a barrier in which the geometric plane wraps back around on itself. Think of that level warp in Pac-Man where if you go too far to the left of the stage then you'll find yourself on the right, except that you're going infinitely far. Under this theory, then any infinity is equal to every other infinity because they'll all be interconnected by the same barrier. This hasn't been accepted yet because it implies that the Platonic realm exists, and that has yet to be observed.

I hope this answers your question.

Anonymous

Anonymous Wed 07 Aug 2019 14:21:14 No.10871189 Report

Quoted By:

>>10871156
So basically.. It exists and therefor can not be made to not exist and thus must conform to mathematical theories without ceasing to exist..

So there for inverse it must exist or it itself does not exist?

Anonymous

Anonymous Wed 07 Aug 2019 14:23:34 No.10871194 Report

Quoted By: >>10871207

>>10871105
Yes, the eigenvalue of the particle.

Anonymous

Anonymous Wed 07 Aug 2019 14:29:58 No.10871207 Report

Quoted By:

>>10871194
<3
Goodnight, good person.
and thank you

Anonymous

Anonymous Wed 07 Aug 2019 14:36:26 No.10871218 Report

Quoted By: >>10871220 >>10871221 >>10871239

>>10871096
Hmm. Mathematically speaking, inverting something means that when you apply the inverted object to the non inverted object, you get the identity.

So one can invent a set of surfaces $(\mathscr{S}, \ast )$ and an operator " $\ast$ ". And the set is closed under the " $\ast$ " operation. For every $s \in \mathscr{S}$ , there exists a $s^{-1} \in \mathscr{S}$ such that:
$s \ast s^{-1} = e$ .
And $e$ has the property such that, for every $s \in \mathscr{S}$ ,
$s \ast e = s$ .

Anonymous

Anonymous Wed 07 Aug 2019 14:38:30 No.10871220 Report

Quoted By:

>>10871218
>not using biheuristics
Yikes

Anonymous

Anonymous Wed 07 Aug 2019 14:39:31 No.10871221 Report

Quoted By: >>10871226 >>10871229

>>10871218
I feel like you copy and pasted that...
I hope it says more to you than it does to me. :|

Anonymous

Anonymous Wed 07 Aug 2019 14:40:34 No.10871226 Report

Quoted By:

>>10871221
Sorry that was rude.
I meant to say: TAME IT BACK BRAH!

Anonymous

Anonymous Wed 07 Aug 2019 14:41:41 No.10871229 Report

Quoted By: >>10871232

>>10871221
I did copy and past the code for \mathscr{S}, because it did get redundant.

Anonymous

Anonymous Wed 07 Aug 2019 14:43:52 No.10871232 Report

Quoted By:

>>10871229
I will apologize again for my knee-jerk rudeness because I feel bad.

Anonymous

Anonymous Wed 07 Aug 2019 14:48:09 No.10871239 Report

Quoted By:

>>10871218
is -0 <> 0 [?]

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