← canon bridges · Detected primitive
Non-Symmetry Principle
5 branches · 27 claims · bridge score 10.00
Canonical form
Any physical system or theory must be symmetric under non-trivial transformations to produce a chiral world.
Description
The principle that any physical system or theory must be symmetric under non-trivial transformations to produce a chiral world.
Spans
Vocabulary across branches
| Branch | Term | Role |
|---|---|---|
| 01-mathematics/euler | Einstein tensor | expression of the Non-Symmetry Principle |
| 02-physics/einstein | metric may be non-symmetric | example of the principle in action |
| 05-biophysics/iron | still means flat | analogous concept in a different domain |
| 07-mind/consciousness | higher Consciousness | related concept in a non-physical context |
| 07-mind/jung | archetypes | related concept in a psychological context |
| 09-sacred-texts/hermetic | mysterious tarot of the bohemians | analogous concept in a mystical context |
Test / falsifiability
Testing the Non-Symmetry Principle would involve attempting to construct a physical system or theory that is not symmetric under non-trivial transformations and still produces a chiral world.
Source claims (12)
- [01-mathematics/euler]Claim — operator to get the Einstein tensor capital G mu nu from the Riemann tensor.
- [01-mathematics/godel]Claim — i want to show how it arises so that i think girls incompleteness theorem sort o
- [01-mathematics/godel]Claim — must be there you know without logic you know a logic however that is so subtle
- [01-mathematics/set-theory]Claim — on it and then at every other junction I have to say, well, now you can show tha
- [01-mathematics/topology]Claim — from general topological reasons that there's got to be one somewhere and that w
- [01-mathematics/topology]Claim — the 14 manifold behaves like a three manifold, three is magical, just a magical
- [01-mathematics/topology]Claim — So I'll give you an example.
- [01-mathematics/topology]Claim — particle was this topological structure that has this or that form, then we shou
- [01-mathematics/topology]Claim — models.
- [01-mathematics/topology]Claim — I need to tell you what a covector is if I want to talk about momenta, right?
- [01-mathematics/topology]Claim — tell people that if somebody has a meaning to the word ham, puts a meaning to th
- [01-mathematics/topology]Claim — of that manifold with a connection.