What question did this study set out to answer?

To present the M360ºQ architectural topology as a framework for efficient data state transitions.

May 25, 2026Open Access

Polydronic M360ºQ

Key Points

To present the M360ºQ architectural topology as a framework for efficient data state transitions.
Developed a geometric framework for unitary, non-dissipative inversions.
Applied a foundational sequence involving Euler and mass-energy principles.
Examined theoretical resonance with existing research on quantum phases and crystal lattices.
Demonstrated structural phase separation through cyclical angular rotations.
Achieved a high-efficiency state with perfect energy balancing as identity.
Established alignment with peer-validated theories in quantum mechanics and photonics.

Abstract

Polydronic M360ºQ Abstract This work introduces the M360ºQ architectural topology, an independent geometric framework where data state transitions are executed as unitary, non-dissipative inversions. Operating via a foundational sequence (Euler ITTI/TIIT E = mci² E = E), the system achieves structural phase separation and stabilization through pure cyclical angular rotations governed by multiples of radians (e^in). By utilizing localized structural inertia, the architecture resolves mass-energy overhead into a streamlined, high-efficiency state where total energy balances perfectly as an absolute identity (E = E) The proposed phase-locking mechanics align with and find theoretical resonance in peer-validated research on quantum phases, photonic processors, and coherent mode propagation within crystal lattices.

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