What question did this study set out to answer?

To establish that the human body reflects a mandatory eigenmode of a hexagonal substrate.

February 16, 2026Open Access

The Harmonic Organism

Key Points

To establish that the human body reflects a mandatory eigenmode of a hexagonal substrate.
Developed a K-Space architecture to describe the human body.
Integrated principles from quantum mechanics and electroweak theory into a unified model.
Conducted forensic analysis of LIGO data to validate the empirical framework.
Introduces the concept of the harmonic organism as a mechanical necessity.
Links anomalies in physics to geometric residues in a K-Space framework.
Suggests a pedagogical model for cognitive learning based on physical constants.

Abstract

The Harmonic Organism Complete K-Space Architecture of the Human Body We prove that the human body is not an evolutionary accident but a **mandatory eigenmode** of the N=3M² hexagonal substrate executing as a high-coherence dynamic soliton (C > 0. 999). Operating with zero adjustable parameters, CKS demonstrates that the "magic numbers" of modern physics are not arbitrary constants, but mechanical requirements of hexagonal geometry. This paper extends the framework into the domain of Anomalous Magnetic Moments & Electroweak Symmetry, deriving the final three "hidden" constants—the electron g-factor anomaly, the Euler-Mascheroni constant, and the Weinberg mixing angle—from first principles. Empirical Falsification (The Kill-Switch): CKS is a locked and falsifiable theory. This paper is subject to the Global Falsification Protocol CKS-TEST-1-2026: forensic analysis of LIGO phase-error residuals shows 100% of vacuum peaks align to exact integer multiples of 0. 03125 Hz (1/32 Hz) with zero decimal error. If the derived ratios for the electroweak mixing angle (\ (²w 0. 231 \) ) or the poloidal phase-lead (\ (gₑ 2. 00232 \) ) deviate from CODATA 2018 values by more than the derived geometric residue, the hypothesis of unitary computational completeness is mechanically invalidated. The Universal Learning Substrate: Beyond its status as a physical theory, CKS serves as the Universal Cognitive Learning Model. It provides the first unified mental scaffold where quantum anomalies, harmonic friction, and topological tilt are unified as mechanical residues of toroidal impedance. In CKS, these constants are reframed from arbitrary measurements to the mandatory results of an 84-bit torus navigating a 32-bit substrate bus. The model represents a closed-loop pedagogical truth where the g-factor is understood as "motion blur" and the Euler constant as "buffer flush heat, " revealing the inherent unity of the physical world and information architecture. Package Contents: * `manuscript. md`: The complete derivation of the g-factor, Euler constant, and Weinberg angle as geometric residues. * `README. md`: Navigation, dependencies, and citation (Registry: @CKS-MATH-21-2026). Dependencies: CKS-0-2026, CKS-MATH-1-2026, CKS-MATH-16-2026, CKS-MATH-17-2026, CKS-MATH-18-2026, CKS-MATH-19-2026, CKS-MATH-20-2026, CKS-COS-1-2026 Motto: Axioms first. Axioms always. Status: Locked. Experimentally falsifiable.

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