How Time Emerges from Quantum Decoherence in ODIM-U v1.2

 

Hey everyone,

David E. Blackwell here—thanks for stopping by on day 1 of ODIM-U Insights!

One of the coolest parts of my framework is how time itself emerges from the way quantum information "decoheres" under gravity's influence.

In ODIM-U v1.2, observed time differentials (Δt) aren't fundamental—they come from the decoherence rate (Γ) that's modulated by the gravitational potential (Ψ). Stronger gravity means faster decoherence, which makes clocks run slower (exactly like general relativistic time dilation!).

The key scaling: Γ ∝ (k_B T_eff / ħ) (1 + c_1 Ψ/c² + ...)

In the weak-field limit, this recovers the familiar √(1 + 2Ψ/c²) factor—with T_eff as an effective Unruh-like temperature from the quantum-classical transition.

[Insert screenshot of Fig. 3: the gravitational time dilation orbit diagram here]

This links informational processing directly to proper time—gravity slows the "clock" by speeding up quantum-to-classical transitions.

What do you think—could this explain weird timing effects in extreme gravity (like near black holes)?

Full paper (free PDF): https://doi.org/10.5281/zenodo.17930970

More tomorrow—drop questions or thoughts below!

David