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two-metric-geometry

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matthewsmawfield / TEP

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Covariant reformulation of relativity with dynamic time as a field and emergent light speed. Proposes two-metric geometry (gravitational + causal), synchronization holonomy as key observable, and falsifiable experimental tests. Addresses cosmological tensions while preserving local Lorentz invariance.

cosmology theoretical-physics general-relativity modified-gravity scalar-tensor-theory precision-metrology fundamental-physics temporal-equivalence-principle dynamic-time two-metric-geometry synchronization-holonomy emergent-light-speed disformal-coupling variable-speed-of-light screening-mechanisms experimental-tests
  • Updated Dec 30, 2025
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matthewsmawfield / TEP-EXP

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What Do Precision Tests of General Relativity Actually Measure? A methodological taxonomy showing why most precision tests constrain largely local, reciprocity-even observables within assumed frameworks. Proposes discriminating experiments. TEP Paper 10.

synchronization gps gnss general-relativity philosophy-of-science holonomy shapiro-delay precision-measurement falsifiability temporal-equivalence-principle two-metric-geometry experimental-tests underdetermination gravitational-redshift multi-messenger-astronomy
  • Updated Jan 1, 2026
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