A Unified Four-Mode Theory of Cosmic Evolution

Time Energy, Dark Components, Relativity, Black Holes, and Cosmic Regeneration

抄録

This paper presents a unified phenomenological extension of the Four-Mode Model of Cosmic Evolution. The universe is treated as a closed dynamical system in which conserved total energy is allocated among four mutually transformable modes: time, space, dynamics, and matter. The basic state variables are Et, Es, Ed, and Em, and cosmic evolution is represented by energy transfer among these modes rather than by creation or destruction of total energy.

The unified theory develops five connected proposals. First, the time mode is treated as a finite energetic component whose local state is associated with the temporal scale of physical processes. Second, freely distributed time-mode energy is proposed as a possible effective source of accelerated cosmic expansion, providing a Four-Mode interpretation of dark energy. Third, a condensed or strongly bound phase of the time mode is proposed as a gravitational source with weak electromagnetic coupling, providing a possible interpretation of dark matter. Fourth, gravitational and kinematic time dilation are interpreted through a common energy-allocation principle: greater allocation to dynamics or matter corresponds to a smaller locally available time-mode contribution. Fifth, black holes are interpreted as extreme matter-mode concentrations in which the time mode becomes strongly depleted or condensed, while sufficiently high matter-mode density may activate a reverse matter-to-time transition termed a Mini-Bang.

General relativity remains the established geometric description of spacetime, redshift, and clock comparison. The Four-Mode theory is proposed at a different explanatory level: general relativity describes the observable geometry, whereas the Four-Mode framework hypothesizes an underlying redistribution of conserved energy. The present theory remains incomplete. It does not yet derive relativistic field equations, specify the microscopic nature of the time mode, or produce a quantitatively distinct observational prediction. Its purpose is to formulate the unified conceptual and mathematical structure clearly enough to identify the conditions required for future testing.