Coded Reality Hypothesis – Maya 18

The Coded Reality Hypothesis (Māyā) The Māyā framework proposes that physical reality is not a continuous material medium but an emergent phenomenon arising from discrete information processing within a three-dimensional planxel lattice. In this view, spacetime is composed of elementary units — planxels — each of which: • has spatial extent equal to the Planck length lp• updates its internal state in discrete ticks of the Planck time tp• stores a local complex amplitude sigma (x, t) • synchronizes with its 26 neighbors during every update cycle Macroscopic physics arises not from fundamental differential equations, but from stable patterns of synchronization, phase propagation, and interference in sigma (x, t). Continuity, fields, particles and interactions are emergent manifestations of these microscopic update rules. Physical constants as architectural descriptors In the Māyā framework, physical constants such as: • speed of light (c) • Planck constant (hbar) • Newton’s constant (G) • fine-structure constant (alpha) are not fundamental. They describe operational properties of the underlying information architecture. When expressed in Planck units, the constants reduce to identities: • c = lp divided by tp• hbar = Ep multiplied by tp• G = lp cubed, divided by (hbar times tp squared) Thus, these constants are macroscopic shadows of a deeper computational structure defined solely by lp and tp. Rewriting physical equations entirely in Planck units removes the constants and reveals the underlying discrete dynamics. Fine-structure constant as an emergent stability parameter In the Māyā framework, the fine-structure constant alpha is not a free parameter of nature. It emerges from a variational stability principle that governs how information propagates in the planxel lattice. Stable propagation requires a balance between: • efficient transmission of waves, • suppression of cubic anisotropy in the lattice, • minimization of microscopic geometric fluctuations (eta), • preservation of long-range phase coherence. This balance leads to a unique optimal condition — an effective propagation angle — which determines the informational impedance of the lattice. The resulting emergent value is: alphaᵢnverse ≈ 137. 0359991648 matching the empirical CODATA measurement at low energies. Thus: • alpha is a stability coefficient, • a necessity for coherent rendering of reality, • the informational analogue of stability parameters used in engineered discrete systems, • arising directly from geometry and update rules of the computational substrate. In this perspective, alpha expresses the impedance required for stable, isotropy-preserving information flow — the condition that allows a continuous-looking physical world to emerge. Emergent quantum behavior and gravity Quantum behavior arises from discrete phase updates of sigma (x, t), with eta-terms representing microscopic fluctuations. Classical behavior emerges when synchronization patterns become stable across many planxels. Gravity emerges from informational dilation — local variation in the effective update rhythm: tp becomes tpₑff (x). Spatial differences in this update rhythm appear macroscopically as curvature. This provides a fully local, deterministic, and inherently quantum mechanism that does not require an independent gravitational field. Universal planxel update cycle Each planxel performs the same loop: Rotate phase Synchronize with 26 neighbors Update amplitude Apply eta-correction to suppress anisotropy Emit an information quantum (propagated phase difference) Waves, particles, inertia, forces and curvature all arise from this single kernel. Unification and resolution of paradoxes The Māyā framework unifies geometry, information and dynamics, resolving: • absence of singularities (update saturation replaces divergences) • no measurement problem (sigma is informational, not probabilistic) • compatibility of quantum effects with local mechanisms• emergence of time from synchronization• energy as phase update rate• mass as synchronization resistance• alpha as a stability coefficient of information flow Summary The Coded Reality Hypothesis (Māyā) provides a unified, discrete, information-theoretic foundation for physics. • All laws arise from synchronization and propagation of sigma (x, t). • Physical constants describe architectural properties, not fundamental truths. • Particles, waves, quantum effects, inertia and gravity all emerge from the same update process. • The model reproduces the fine-structure constant without parameter tuning. The continuous physical world is a macroscopic shadow cast by a deeper computational substrate.