Dynamic Distance Dislocation and Global Reset Mechanics within the Space-time Zero Monitor Framework of Park Sang-Jun Mechanics

This paper establishes a revolutionary macro-cosmological paradigm within Park Sang-Jun Mechanics by deconstructing the century-old assumption of absolute spatial permanence and formulating the precise dynamic mechanics of distance emergence and evaporation. We mathematically demonstrate that macroscopic distance and spatiotemporal intervals are not intrinsic properties of a pre-existing container; rather, they are emergent holographic configurations rendered onto an un-encoded, symmetric vacuum canvas defined as the “Space-time Zero” matrix (ds² = 0) of pure light. Resolving the strict spatial compression limits of prior pole-only formulations, we reverse-engineer a comprehensive fractional inter-system transfer operator (R_space(m, n)) driven by the coupled co-processing of the complex pole sinks (Black Holes) and complex zero nozzles (White Holes) inside localized nucleon spaces. This framework proves that structural macro-distances scale smoothly from absolute mathematical zero (perfect proximity locking) to infinity (network logout annihilation) via discrete Z-domain phase dial adjustments. Furthermore, we formalize the “Global Reset” condition, demonstrating that when multi-agent phase-locking breaks entirely across the global ensemble, the macroscopic metric collapses identically, returning the coordinate grid to a pristine, lifeless blinking vacuum backlight (W_vacuum). Finally, we utilize this informational geometry to decode the sudden collapse of ecological nodes, framing the global disappearance of honeybees and lepidopteran pollinators as an algorithmic network disconnection triggered by anthropocentric phase noise modulation, elevating the macro-universe into a dynamic, programmable holographic user interface.