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fix(lean): attempt canonicalize+native_decide for gap_pat_bridge
native_decide +revert fails on Q16_16 (Subtype Int, infinite type).
gapQ16_canonical (verified) proves the computation works on {zero,one}.
The bridge from arbitrary Q16_16 to canonical values requires proving
predicate invariance under canonicalization — which is the same lemma.
The fundamental chicken-and-egg: to use native_decide, we need finite
values. To get finite values, we canonicalize. To prove canonicalization
preserves predicates, we need the bridge. The bridge is the lemma we
are trying to prove.
7 bridge sorries remain, all list-induction over 8 elements.
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import Semantics.Spectrum
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/-!
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# GraphRank — Spectral-gap-gated ranking on social graphs
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/-! # GraphRank — Spectral-gap-gated ranking on social graphs
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Maps the PageRank/HITS/Fiedler/PPR mathematical lineage onto the 8-bin
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Sidon spectral space from `Semantics.Spectrum`.
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