Wave Coherence and Optics

Derives refraction and reflection as boundary phase realignment governed by coherence velocity discontinuities.

Formulates diffraction as distributed wavefront reconstruction via secondary coherence source superposition.

Models interference as phase-coherent superposition yielding spatially structured amplitude modulation.

Interprets Doppler shift and beats as relative coherence frequency modulation under frame-dependent motion.

Reconstructs polarisation filtering as projection of coherence orientation onto constrained boundary axes.

Defines uncertainty as a finite boundary phase-resolution constraint within conjugate coherence variables.

Formulates quantum evolution as unitary coherence propagation across complex probability manifolds.

Derives exclusion as antisymmetric coherence topology enforcing non-overlapping state occupancy.

Interprets matter-wave duality as reciprocal coherence feedback between phase wavelength and momentum density.

Models tunnelling as exponential coherence penetration across finite curvature potential barriers.

Reconstructs probabilistic measurement as boundary-constrained coherence projection under observational coupling.

Derives Lorentz transformations as invariance-preserving mappings of coherence structure between inertial frames.

Interprets relativistic dilation and contraction as frame-dependent coherence density redistribution.

Formulates mass–energy equivalence as convertible coherence density under relativistic boundary compression.

Models inertial–gravitational equivalence as indistinguishable coherence response to acceleration and curvature gradients.

Reconstructs general relativity as large-scale coherence curvature dynamics within boundary-encoded spacetime manifolds.

Derives Shapiro delay and light bending as phase-shift accumulation along curved coherence trajectories.