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Merge pull request #3 from inaciovasquez2020/feat/conditional-scope-note
Add conditional scope note
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README.md

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- No ontological claims about the wavefunction are made.
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Status
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## Conditional note
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- `notes/CONDITIONAL_SCOPE_NOTE_2026_04.md` — conditional note specifying the weakest quantitative extension compatible with the repository's frozen statement-only scope.
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- Structural and conceptual results only.
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- Quantitative bounds and extensions remain conditional or open.
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See STATUS.md for details.
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# Conditional Scope Note (2026-04)
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## Status
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Conditional.
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## Repository-compatible boundary
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This repository is statement-only and frozen.
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It does not claim:
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1. implementations;
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2. simulations;
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3. numerical collapse bounds;
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4. ontological claims about the wavefunction.
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## Weakest conditional extension
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Assume an operational information-capacity bound
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\[
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I_{\mathrm{eff}}(M,\rho,\mathcal A)\le C(M,\mathcal A)
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\]
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for each measurement context \(M\), state \(\rho\), and apparatus class \(\mathcal A\).
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Assume further that collapse updates are admissible only when the post-update distinguishability gain satisfies
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\[
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\Delta D \le F(C(M,\mathcal A)).
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\]
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Then any quantitative collapse theorem in this framework must pass through an explicit capacity witness:
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\[
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W=(M,\rho,\mathcal A,C,\Delta D).
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\]
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## Minimal conditional consequence
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If a certified witness \(W\) is exhibited with
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\[
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\Delta D > F(C(M,\mathcal A)),
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\]
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then the proposed quantitative collapse extension is invalid for that apparatus class.
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## Label
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This note is CONDITIONAL.
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It preserves the repository's current statement-only frozen scope.

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