You Know You’re in GU When

You know you’re in Geometric Unity when:

• you replace the inhomogeneous Lorentz group with the inhomogeneous gauge group (IGGY),
• you spend most of your time on a 14-manifold rather than on a 4-manifold, where the 14-manifold is constructed from the 4-manifold,
• there are no internal symmetry groups,
• the Higgs field comes out of an ad-valued 1-form,
• you begin with a 4-manifold, use it to construct a 14-manifold that behaves like a 3-manifold,
• you take Einstein unified field concept much more seriously than the need to quantize gravity,
• you use the gauge-rotated Levi-Civita connection in what would be the contortion instead of the torsion tensor,
• A mod G is replaced by the double coset of the IGGY by its own tilted subgroup,
• the dark energy term (the cosmological constant times the metric) is replaced by varpi (ad-valued 1-form) minus the epsilon gauge transformation inverted, counterrotating the exterior derivative coupled to the aleph connection applied to the epsilon gauge transformation (this solves cosmological constant problem in GU),
• you actually have predictions about what the remaining matter is to be found and how it would behave if you went to higher and higher groups rather than subgroups,
• your theory is not chiral.

- Eric Weinstein on Curt Jaimungal - Geometric Unity: 40 Years in the Making

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Related Pages

• I’ve Got a Good Feeling About This
• Theory of Geometric Unity
• Geometric Unity Predictions