Porta: Difference between revisions

From The Portal Wiki
No edit summary
Β 
(4 intermediate revisions by 2 users not shown)
Line 1: Line 1:
== Title ==
{{InfoboxProject
Porta
|project=Porta
|image=[[File:Flower.png]]
|topic=[[Graph, Wall, Tome]]
|leader=MJ#6770
|startdate=
|customlabel1=
|customdata1=
|customlabel2=
|customdata2=
|customlabel3=
|customdata3=
|customlabel4=
|customdata4=
|link1title=GitHub
|link1=[https://github.com/iamazadi/Porta.jl Git Repo]
|link2title=YouTube
|link2=[https://www.youtube.com/channel/UCY8FW_kvEfGDj5i5j_rkaqA Channel]
|link3title=Discord
|link3=[https://discord.gg/cmr32pJ Invite]
|link4title=
|link4=
}}
Porta is a mathematical visualizer written in the Julia programming language, originally created to render the Hopf Fibration. It is publicly available on [https://github.com/iamazadi/Porta.jl GitHub], with a [https://github.com/iamazadi/Porta.jl/blob/master/CODE_OF_CONDUCT.md Contributor Code of Conduct].


== Project Manager ==
== Goals ==
MJ#6770
* Generate the Observerse in Porta
* Logic
* Set Theory
* Topology
* Topological Manifolds
* Differentiable Manifolds
* Bundles
* Geometry: Symplectic, Metric
* Documentation
* Geometric Unity


== GitHub URL ==
== Members ==
https://github.com/iamazadi/Porta/
* MJ#6770


== Description ==
__NOTOC__
Hopf Fibration visualizer written in the Julia language.
[[Category:Projects]]
[[Category:Graph, Wall, Tome]]


== Cover Image ==
https://theportal.wiki/images/d/dd/Flower.png


[[Category:Projects]]
<!--
[[Category:Projects Needing a Cover Image]]
https://github.com/iamazadi/Porta/
__NOTOC__
Β 
-->

Latest revision as of 19:10, 16 October 2020

Porta
Flower.png
Information
Topic Graph, Wall, Tome
Leader MJ#6770
Links
GitHub Git Repo
YouTube Channel
Discord Invite
All Projects

Porta is a mathematical visualizer written in the Julia programming language, originally created to render the Hopf Fibration. It is publicly available on GitHub, with a Contributor Code of Conduct.

Goals[edit]

  • Generate the Observerse in Porta
  • Logic
  • Set Theory
  • Topology
  • Topological Manifolds
  • Differentiable Manifolds
  • Bundles
  • Geometry: Symplectic, Metric
  • Documentation
  • Geometric Unity

Members[edit]

  • MJ#6770