Amplitude Geometry and Operator Coherence
Quantum Mechanics here is not probabilistic chaos; it is an amplitude‑first Hilbert‑space grammar where operators, states, and measurement define coherence before collapse.
Module Summary
In TriadicFrameworks, Quantum Mechanics is treated as a non‑classical amplitude geometry, not a particle theory and not a wave theory. It defines:
- amplitude states in Hilbert space
- operator algebra (observables, evolution, measurement)
- basis geometry and transformations
- measurement as projection, not revelation
- entanglement and tensor‑product structure
- RTT regime behavior (R1 → R4, with QM fully valid only in R1)
Amplitude‑first
Operator‑aligned
Basis‑true
Hilbert‑geometry
Zero drift