On the Nature of Nature: Celestial Holography to the Zeta Zeros

July 8, 2026Open Access

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Key Points

This work aims to construct a comprehensive theory of quantum gravity that integrates celestial holography and demonstrates its uniqueness.
Constructed the shadow-invariant, purely spin-2 sector within holomorphic Chern–Simons theory on twistor space.
Determined three-point functions through the Penrose transform associated with general relativity amplitudes.
Verified analytical and numerical results to machine precision, confirming consistency with standard field theories.
Showed that quantum gravity can be represented using the celestial holographic conformal field theory, uniquely determining a single massless spin-2 particle consistent theory.
Proved the Riemann Hypothesis and established a connection between quantum physics and number theory via the self-dual Haar measure.
Demonstrated successful numerical validations of significant cosmological phenomena and predictions related to dark matter and gravitational waves.

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Demonstrates quantum gravity's unique consistency through celestial holography, linking physics and number theory.

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Daniel Toupin (2026) studied this question.

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