Unified Informational Theory: Time, Force, Gauge Structure, Matter, Thermodynamics, and Cosmology.

What is time?

Unified Informational Theory develops an information registration based framework, in which physical time is defined through the writing of distinguishable information relative to the entropic cost of that writing.

The manuscript begins from three informational sectors: potential information, distinguished information, and dispersed information.

Their ratio defines a dimensionless informational time variable, while the local clock-rate field

                                    χ = dτ/dt

expresses the physical capacity to write proper time, under informational load.

The same capacity law is then used to reinterpret the relativistic sectors.

Information describing motion consumes part of a finite informational bandwidth, and the residual information available for writing time gives the Lorentz factor.

Mass-related informational consumption is radial, and the residual information available for writing time gives the Schwarzschild clock-rate structure.

In this reading of spacetime, temporal geometry is expressed as reduced registration capacity, while spatial geometry is expressed as the available configuration capacity for writing distinguishable information.

The framework is extended by completing the clock-rate field with internal phase:

                                    Ξ = χe⁻ⁱᵠ

The clock-rate branch of this field gives inertial, gravitational, thermodynamic, and diffusion-like behavior.

The phase branch gives gauge structure, electromagnetic curvature, quantum phase evolution, and coherent transport.

Later sections develop the weak force, as a rewriting mechanism, the strong force is internal phase time closure, toroidal matter structure and the electron are developed at the Plank level, cosmological implications that are understood under the informational time action, and an empirical test involving driven coherent transport above the equilibrium critical temperature is predicted and tuned.

The central proposal is that familiar physical sectors can be organized as projections of one deeper process: the realization of physical information through phase-time and entropy.