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FRC.v2
FRC-100-007 · v3.3

The Lambda-Field v3.3: Narrow Rho-Drift Audit and Ontology Separation

H. Servat2026-07-096 minFRC 100 seriesFoundationalμ1 Physical / atomic

Reading status

Current statement

FRC 100.007 v3.3 preserves the narrow audit of the printed rho-level Lambda drift and removes the unsupported replacement ontology. The printed term is not trace preserving in general. The tested anticommutator completion is trace preserving and positive in the sampled qubit trajectories, but two tested coherence functionals move populations away from their initial Born weights and an ensemble-member extension is decomposition dependent. These findings exclude those implementations in the tested regime; they are not a no-go theorem for every rho-level, stochastic, instrument-level, or linear-unconditioned construction. Microstate-distribution dynamics remains one candidate route, conditional on operational equivalence and bipartite no-signaling. The paper distinguishes Lambda_obs, Lambda_eq, and optional Lambda_dyn; a fundamental field is a separate conjecture. Version 3.3 restores the canonical/operational reciprocity notation without changing the audit.

Evidence level

Model-specific result

preprint

Declared μ register

μ1 · Physical / atomic

Atoms, fields, quantum systems, thermodynamics, and other physical observables.

Open boundary

The audited implementations fail in scope; no replacement ontology is established.

Version lineage

Supersedes: FRC 100.007 v3.2

On this page
FRC 100.007 v3.3 preserves the narrow audit of the printed rho-level Lambda drift and removes the unsupported replacement ontology. The printed term is not trace preserving in general. The tested anticommutator completion is trace preserving and positive in the sampled qubit trajectories, but two tested coherence functionals move populations away from their initial Born weights and an ensemble-member extension is decomposition dependent. These findings exclude those implementations in the tested regime; they are not a no-go theorem for every rho-level, stochastic, instrument-level, or linear-unconditioned construction. Microstate-distribution dynamics remains one candidate route, conditional on operational equivalence and bipartite no-signaling. The paper distinguishes Lambda_obs, Lambda_eq, and optional Lambda_dyn; a fundamental field is a separate conjecture. Version 3.3 restores the canonical/operational reciprocity notation without changing the audit.
Cover art for FRC-100-007: The Lambda-Field v3.3: Narrow Rho-Drift Audit and Ontology Separation