Emergent Topological Solitons from Chronon Field Dynamics on a Causal Lattice

This paper reports the first direct computational evidence for the emergence of stable, quantized solitons from the dynamics of the Chronon field—a unit-norm, future-directed timelike vector field encoding temporal flow. Using high-resolution 2563256^32563 lattice simulations under causal initial conditions, we observe the spontaneous formation of localized excitations with integer winding number, conserved topological charge, and long-term persistence. These emergent structures offer a new, non-perturbative mechanism for matter genesis based solely on temporal field dynamics. The results validate key claims of Chronon Field Theory and suggest a simulation-based path toward understanding the origin of particles from the topology of time itself.