Geometric Unity explained in under 2 minutes
6Open video in YouTube to read explanation in comments.
Thumbnail is a Roman sculpture of a Chimera with the head of a lion and tail of a snake, which is representative of Eric Weinstein's Chimeric fiber bundle that joins the surface Xᵈ that is based on the geometry of Bernhard Riemann to the surface Yᵐ that is based on the geometry of Charles Ehresmann, where m = (d² + 3d) ÷ 2 as this is the unrestricted set of dimensional measures on X
This video was formerly called:
Uncompetative loves 'Kelly Ferdinand works mornings' pop video
It has been repurposed to include a 6000 word pinned comment explaining Eric Weinstein's speculative work in progress that aspires to be a Unified Field Theory which was presented as a candidate for what a future Theory of Everything might look like. It is currently incomplete and requires a formal definition for the Ship In A Bottle (SHIAB) operator which he plans to reconstruct for future versions of Geometric Unity. The SHIAB looks like a bottle of wine seen from above that has a cork in its neck:
( ☉ )
ω
Where ω (omega) is the final letter of the Greek alphabet as Weinstein hopes Geometric Unity will be the final fundamental theory of physics needed to explain all phenomena we have encountered in our Universe, this isn't a w for Weinstein.
GEOMETRIC UNITY IN A NUTSHELL
There exists a single unified field named ω (omega) which interacts with itself in 14-dimensions to produce relativistic waves, some aspect of which become determined via interaction with the engine of observation that is gravity – i.e. the curvature of our readily accessible 4-dimensional spacetime.
"Spacetime tells matter
how to move; matter tells
space-time how to curve."
– John Archibald Wheeler
All timestamps refer to Eric Weinstein's 2013 Oxford lecture with the main slide here:
https://www.youtube.com/watch?v=Z7rd04KzLcg&t=8497s
Pause this video at 2:21:35 and compare it with my version of his diagram (equivalent math).
I originally tried to post this comment on Eric Weinstein's 2013 Oxford lecture video but YouTube would not accept a 6,000 word comment even when I split it into multiple pieces. It seems to be alright on my own channel, which might be due to Mr Weinstein's channel rejecting what it thinks may be spam. If I can put my comment on his channel I will remove cross links to this video.
However, I will keep this video as it stands so people searching YouTube for:
"Geometric Unity explained"
will find it.
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