PAPER-Ω: Time from Geometry: Multi–Layer Temporality and Phase Locking in a Six–Dimensional Symplectic Framework
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Abstract
We formulate a geometric framework for temporality within a six–dimensional symplectic setting in which time is not introduced as a primitive background parameter, but appears through a hierarchy of structural readouts. Four temporal regimes are identified: Hamiltonian flow time, internal phase time, effective Lorentzian time, and entropy–ordered cosmological temporality. These are interpreted as related projections of a common underlying symplectic carrier. On this basis, we introduce the notion of temporal unification: locally defined phase clocks become globally comparable under admissible convergence and phase locking, thereby yielding an effective observable time coordinate. We further argue that residual…
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Topics
Keywords
- Temporality
- Symplectic geometry
- Observable
- Phase space
- Hamiltonian (control theory)
- Spacetime
- Unification
- Space time
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