Motion as Wormhole Reconfiguration: Special Relativity in the Foam-Plexus Framework

In classical physics, motion is described as the translation of particles through a static spacetime background. In the Foam-Plexus framework, spacetime is a quantized lattice of discrete quanta connected by dynamic wormholes. Particles are stable loop structures (tetra- hedrons for leptons, pentahedrons for quarks, double loops for bosons), and their apparent motion is the continuous reconfiguration of wormhole connections linking these structures to the rest of the foam. This reinterpretation makes distance and velocity emergent, rather than fundamental, and provides a new foundation for understanding Lorentz invariance as a statistical symmetry of wormhole dynamics. We derive a statistical mechanics definition of distance, reinterpret the speed of light as an emergent average connectivity rate, and show how Lorentz transformations arise naturally from isotropic and homogeneous reconfiguration rules at large scales.