E6.1 — Modified Schrodinger With Collapse
Chain Position: 50 of 188
Assumes
Formal Statement
** d|Ψ⟩/dt = -(i/ℏ)Ĥ|Ψ⟩ - γ(χ)P̂|Ψ⟩ [Modified Schrödinger with collapse term]
Enables
Defeat Conditions
- Demonstrate that “d|Psi>/dt = -(i/h)H|Psi> - gamma*P|Psi> [Modified Schrodinger]” is false, inconsistent, or inapplicable to the claimed domain.
- Reject one of the upstream assumptions (049_D6.2_Projection-Operator) to collapse this axiom.
Standard Objections
- Objection: “d|Psi>/dt = -(i/h)H|Psi> - gamma*P|Psi> [Modified Schrodinger]” is just a re-labeling of the status quo without new grounding.
- Response: Each dependency 049_D6.2_Projection-Operator is already defended, so rejecting them would collapse the shared foundation.
Defense Summary
- d|Psi>/dt = -(i/h)H|Psi> - gamma*P|Psi> [Modified Schrodinger]
- Built on: 049_D6.2_Projection-Operator.
- Enables: 051_E6.2_Phi-Dependent-Collapse.
Collapse Analysis
- Breaks downstream: 051_E6.2_Phi-Dependent-Collapse
Source Material
01_Axioms/_sources/Theophysics_Axiom_Spine_Master.xlsx(sheets explained in dump)01_Axioms/AXIOM_AGGREGATION_DUMP.md