Paper 2: A Derived and Testable Redshift Framework from Angular Strain in a Rotating Coherence Lattice

We derive a cosmological redshift law from angular strain transport in a discrete, rotating Holosphere lattice, without invoking metric expansion or dark energy. Light is modeled as a phase-coherent orbital excitation that propagates through nested spinning shells. Two independent mechanisms modify frequency: (i) a Doppler-like factor from the source–observer velocity mismatch across shells, and (ii) an exponential phase-drag factor from volumetric accumulation of strain and coherence delay. These combine multiplicatively to yield a closed-form hybrid redshift relation with a single coherence-boundary scale RRR. Using low-redshift Type Ia supernovae, we infer R≈13.82±0.22R \approx 13.82 \pm 0.22R≈13.82±0.22 billion light-years and then hold it fixed for predictions. The framework ties redshift, lensing refraction, and high-zzz time-dilation behavior to the same strain-and-coherence mechanism and produces falsifiable departures from Λ\LambdaΛCDM at high redshift, including steepened z(r)z(r)z(r), threshold-like coherence loss signatures, and potential anisotropic modulation from triadic structure.