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This work aims to demonstrate how General Relativity can be derived from Modal Triplet Theory through coherent projection methods.

January 18, 2026Open Access

Modal Triplet Theory: From MTT to General Relativity

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This work aims to demonstrate how General Relativity can be derived from Modal Triplet Theory through coherent projection methods.
Derived classical General Relativity from Modal Triplet Theory using coherent-sector projection.
Restricted the 10D MTT action to the harmonic sector and integrated out internal factors.
Proved a variational reduction theorem to show the effective 4D action is of Einstein-Hilbert type.
Established reduced Euler-Lagrange equations as equivalent to Einstein equations.
Demonstrated the geodesic-limit theorem for projected test bodies.
Showed that the effective action contains Newton and cosmological constants determined by internal spectral data.
Confirmed that the reduced Euler-Lagrange equations match the Einstein equations with conserved stress-energy.
Validated recovery of Newtonian and post-Newtonian limits with explicit parameters.
Found that controlled corrections only appear under relaxed stability assumptions.

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This research derives General Relativity from Modal Triplet Theory, indicating a novel link between the two theories.

Peter Nero (2026) studied this question.

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