What does this research mean for the field?

Physical reality fundamentally emerges from a primordial binary oscillation between Being and Non-Being, generating helical phase structures and harmonic triads as the minimal stable units from which spacetime, particles, and geometry are derived. Novelty: ClaimNovelty.NOVEL_FINDING. Consensus alignment: ConsensusAlignment.ESTABLISHES_NEW_DIRECTION.

What question did this study set out to answer?

This work introduces Helical Genesis as a foundational theory linking geometry and physical reality through harmonic structures.

June 2, 2026Open Access

Helical Genesis

Key Points

This work introduces Helical Genesis as a foundational theory linking geometry and physical reality through harmonic structures.
Introduces the Theory of the Harmonic Triad as a framework for physical reality.
Describes the processes involving frequency mixing and synchronization using mathematical concepts such as Fourier decomposition.
Analyzes examples from real phenomena like cymatic patterns and solitons to illustrate the concepts.
Proposes helical structures as the first geometric forms conserving topological memory.
Demonstrates that harmonic triads are stable configurations resulting from ontological selection.
Suggests that geometry and particles are derived from underlying harmonic oscillations rather than inherent properties.

Abstract

The Theory of the Harmonic Triad proposes that coherent triadic structures representthe minimal stable units of physical reality. This Chapter Zero offers a priorontological foundation, called Helical Genesis, based on the most elementary conceivableprimordial distinction: Being versus Non-Being.This binary alternation generates a primordial oscillation analogous to a square wave,whose infinite harmonic spectrum (via Fourier decomposition) triggers, in a non-linearand granular void, processes of frequency mixing, beating, and synchronization. Nodalinterference networks and helical phase structures thus emerge, interpreted as the firstpersistent geometric form capable of conserving topological memory.Through a mechanism of dynamic selection of coherence, only configurationscapable of stable closure survive. Harmonic triads emerge as minimal non-degenerateclosures. Geometry, particles, and spacetime are derived phenomena. Mathematicsappears as a structural residue of persistence under ontological selection.This proposal draws analogical inspiration from real physical phenomena such as cymaticpatterns, solitons, topological defects in superconductors and magnetic materials,and synchronization models (Kuramoto).

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