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== Title ==
{{InfoboxProject
Holonomy Project
|project=Holonomy Project
|image=[[File:Holonomy.png]]
|topic=[[Graph, Wall, Tome]]
|leader=EricRWeinstein#6876<br>[https://twitter.com/Tim_Melon Tim (TimFH#7940)]
|startdate=
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|customlabel3=
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|link1title=GitHub Repo
|link1=[https://github.com/serenedesiree/Models Repo (private)]
|link2title=Documentation
|link2=[https://github.com/serenedesiree/Models/blob/master/README.md Documentation (Private)]
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== Project Manager ==
<span class="highlight">Wait for Further News from Eric</span>
serenedesiree


== Team Members ==
A visualization of the effect known as "holonomy", whereby parallel transporting a vector around a loop in a curved space leads to the vector changing upon returning to the start of the loop. How/how much the vector changes orientation/position in space is the holonomy of that loop in that space. This effect reveals deep information about the [https://en.wikipedia.org/wiki/Curvature curvature] of the space itself.
* serenedesiree - Project Lead
* Tim FH - Mathematics Lead
* Ben C - Programming Lead


== Prod URL ==
Please send any enquiries to TimFH in the Portal discord.
TBD


== Dev URL ==
== Goals ==
TBD
* Visualize holonomy to develop public intuition of the concept.


== GitHub URL ==
== Demo ==
https://github.com/serenedesiree/Models (private)
https://theportal.wiki/etc/holonomy/2r-4s.gif
Β 
<div class="max-width">
== Documentation URL ==
https://theportal.wiki/images/7/7b/Holonomy_Example_-1.png
???
</div>
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== Description ==
Interactive demos highlighting the concept of holonomy: where a calm ("parallel transport"), round trip path traveled following "straightest" paths (geodesics) reveals deep information about the curvature of the space itself.
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== Long Description ==
???
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== Cover Image ==
???


== Members ==
* Lex Fridman#3057
* Tim FH#7940
* serenedesiree#0956
* Ben C#7492
* BeefSandwich27#0143


__NOTOC__
[[Category:Archive]]
[[Category:Stalled]]
[[Category:Projects]]
[[Category:Projects]]
[[Category:Projects Needing a Cover Image]]
[[Category:Graph, Wall, Tome]]
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