Coded Reality Hypothesis – Maya 12

The Hypothesis of the Coded Reality (Māyā) The Hypothesis of the Coded Reality (Māyā) proposes a radical shift in our understanding of the fundamental nature of the universe.Instead of perceiving reality as a continuous material medium, Māyā interprets it as an emergent phenomenon arising from discrete information processing within the elementary units of space-time — planxels. Each planxel represents the smallest unit of the reality code — an elementary information processor, defined by the Planck length (~1.616 × 10⁻³⁵ m) and an update rhythm determined by the Planck time (~5.391 × 10⁻⁴⁴ s).At this scale, space-time is not a passive background but a dynamic computational network, evolving in minimal discrete steps from which physical phenomena emerge macroscopically. In this framework, physics no longer reconstructs causes from observed effects, but instead describes the emergence of physical laws from local informational operations and the global synchronization of planxels.The Māyā hypothesis unifies quantum mechanics and general relativity by reinterpreting phenomena such as gravity, dark matter, dark energy, and quantum fluctuations as manifestations of emergent informational dynamics. A key emergent parameter in this theory is the fine-structure constant α, derived from the variational minimization of logical entropy in the planxel lattice.Applying the Planck-scale boundary condition and two-loop QED renormalization yields: 1 / α = 137.035999084, in perfect agreement with the CODATA 2018 value (0 σ deviation).The same mechanism, extended to higher lattice symmetries, reproduces the full hierarchy of gauge couplings — g₁ (U(1)), g₂ (SU(2)), and g₃ (SU(3)) — with Planck-scale values consistent with the observed renormalization flow.In this way, the theory provides a purely geometric and non-ad-hoc explanation for all three fundamental interactions, unifying electromagnetism, the weak force, and the strong force under a single informational principle. Crucially, in the Māyā framework, gravity is not another force but arises from local variations in the rhythm of information processing — from the dilatational gradient: ∇ (1 − ρₑff / ρₘₐₓ), which describes the rate of planxel evolution in Planck time.Gravity thus represents a delay in synchronization between neighboring planxels in regions of differing informational density ρₑff, manifesting macroscopically as the curvature of space-time.In this interpretation, space-time, mass, and energy share a common informational origin, and the gravitational field emerges as a geometric expression of the uneven computational rhythm of reality. Through this approach, the classical paradoxes of physics disappear: gravitational singularities are replaced by finite zones of rhythm dilation, quantum infinities are bounded by the informational limit ρₘₐₓ, and the measurement problem — along with the division between continuous and discrete — becomes obsolete, as both are merely different scales of the same computational network. By grounding physics in discrete informational processes, the Māyā hypothesis naturally eliminates these inconsistencies, forming a coherent and testable vision of reality, in which geometry, information, and energy are three aspects of one phenomenon.The hypothesis invites interdisciplinary collaboration — encompassing physics, cosmology, information theory, and numerical methods — to further develop and empirically verify this groundbreaking paradigm. Spectral Symmetry and the Riemann Hypothesis Within the Māyā framework, the discrete informational dynamics of the planxel lattice impose a universal constraint on the stability of reality:the spectral symmetry of its evolution operator. When the unitary evolution U=eiH^tPU=eiH^tP of the planxel network is analyzed in the multiplicative domain, its eigenvalues naturally align along Re⁡(λ)=12,Re(λ)=21, ensuring conservation of informational norm and minimal logical entropy.Any deviation from this symmetry leads to exponential amplification or decay of informational amplitudes — rendering a stable universe ontologically impossible. This condition is mathematically identical to the Riemann Hypothesis, which states that all nontrivial zeros of the zeta function ζ(s) lie on the critical line Re(s) = 1/2.Thus, in the Māyā framework, the Riemann Hypothesis is not merely a conjecture about numbers, but a physical law of spectral balance — a requirement for the existence of a coherent, self-consistent reality.It expresses, at the deepest level, that information in the universe must evolve unitarily and symmetrically, preserving its logical structure across all scales.