Paper 11: Time, Causality, and the Emergence of Thermodynamic Directionality in the Holosphere Lattice

Holosphere Theory models the world as a discrete lattice of rotating coherence units coupled by nearest-neighbor alignment constraints. This paper gives a classical-mechanics framing where time ordering is an event count of local lattice updates, causality is reachability on an admissibility-restricted neighbor graph, and thermodynamic directionality arises from dissipative relaxation of a rotational strain energy together with threshold-driven pruning of admissible links. The lattice state is represented by real-valued node phases and a defect descriptor, and each defect hop or local relaxation is treated as one update event indexed by nnn. Under standard local damping, strain energy relaxes monotonically across events, providing an intrinsic arrow of time without assuming a background time coordinate. Structural “entropy” is tracked by a geometric disorder proxy computed from neighbor mismatches, and decoherence is identified with loss of admissible edges when phase mismatch exceeds a threshold. Companion papers refine these primitives with optional gate/healing mechanisms and coherence-front shell/membrane diagnostics, but the core argument here stands on the minimal event-time and coherence-graph framework.