Pre-Spatial Phase Dynamics of the Origin:

Soumendra Nath Thakur 

March 11, 2026

The most fundamental description of the universe can be understood as the vibration of the origin.

In its primordial state, the origin possesses no spatial dimension—no width, height, or depth. In such a 0-dimensional condition, the usual concept of time cannot meaningfully arise, because time requires change occurring across some form of dimensional structure.

For a vibration to exist, however, a direction of oscillation must emerge. This corresponds to the earliest manifestation of 1-dimensional length, where the energetic vibration of the origin becomes physically expressible. In this framework, energy is naturally linked to frequency through the Planck relation

E = hf

indicating that the energetic content of the primordial vibration is governed by its oscillation frequency.

However, frequency is not defined solely by its magnitude; it also possesses phase.

A periodic oscillation of 1 Hz completes one full cycle per second, corresponding to a phase rotation of 360°. Consequently, each degree of phase corresponds to

1 ÷ 360 second.

This phase structure becomes highly significant when considering extremely high frequencies.

If the primordial oscillation occurs at an extremely high frequency—on the order of

f ∼ 10⁴³ Hz,

then the time associated with even a single degree (°) of phase becomes extraordinarily small. The temporal interval for such a phase increment approaches scales far beyond direct physical measurement and effectively approaches 'zero time' from a macroscopic observational perspective.

At this infinitesimal scale, the rate of phase progression becomes extraordinarily large. Interpreting the phase cycle geometrically, the effective phase velocity can be represented as

v = 360 c

at the beginning of the phase cycle, where (c) is the speed of light.

As the phase progresses through the cycle, the effective phase velocity decreases continuously:

• At 1° of phase: v ≈ 360c - (from 0° origin)

• At 2°: v ≈ 359c

• ...

• At 359°: v ≈ 2c

• At 360°: v = c - (this is at the Planck time).

Importantly, this superluminal behaviour occurs only within the internal phase evolution of the oscillation. It does not represent physical propagation through space, but rather the internal progression of phase within the primordial oscillatory state.

During this phase-evolution regime, space itself has not yet emerged. The system remains confined to the intrinsic dynamics of the oscillatory origin.

Only when the full 360° phase cycle is completed does a physically propagating oscillation become established. At that moment:

• potential energy transforms into kinetic energy,

• propagation becomes dynamically defined,

• and the velocity stabilizes at the universal propagation limit (c).

Thus, the emergence of space and propagation occurs only after the completion of the primordial phase cycle.

In this picture, the earliest stage of existence involves an internal phase-dominated regime, where effective velocities range from approximately (360c) down to (c) during the completion of the cycle. Once the phase closes at 360°, the oscillation becomes a fully realized propagating frequency, marking the transition from pre-spatial origin dynamics to the physically manifested universe.

At the end of the 360° superluminal phase evolution (beginning at ~360c), the phase-indexed frequency transitions into stable luminal propagation, maintaining a velocity exactly equal to (c).