Authored proof knowledge base · The Logos Architecture
A Newly Proposed Formula for Unification of Quantum and Classical Mechanics by Maclain Hunter
Authored by Maclain Hunter · first-party-authored · authored-foundational-record
Stored 4P source diagnostic: clear · finding no_violation_detected · admission admitted_provisionally. This intake result is separate from the theorem checks of the exact propositional sequent.
A Newly Proposed Formula for Unification of Quantum and Classical Mechanics by Maclain Hunter:
R = κ(T, C)
Where:
- R represents logically consistent physical structure (i.e. - spacetime curvature, particle-wave evolution).
- κ is a constant representing the consistent coherence and structure of Logic.
- T is the stress-energy tensor
- C denotes the Coherence tensor, representing the degree of coherence, ranging from 0 (fully quantum) to 1 (fully classical)
The inverse formula is:
T = f(R, C)
These formulas could be understood in the context of QM with the overall physical structure R equaling the coherence of Logic (embodied physically by the superposition) being modified by the coherence fluctuations caused by the behavior of energy T at the subatomic level. In that context knowing T and C reveals the physical structure R in a given quantum system.
In the context of Relativity and spacetime geometry in relation to large cosmic objects the physical structure R is equivalent to the coherence of Logic modified by the coherence (typically fully coherent unless in the context of black holes) and the stress-energy tensor T. Knowing T can reveal R, regardless of whether C is 1 or 0.
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