created: 20260507000000000 modified: 20260507000000000 tags: ResearchStack Math Equations Forest Search title: Equation Forest Index type: text/vnd.tiddlywiki ! Equation Forest Index The Equation Forest is a structured index of mathematical equations discovered, extracted, and mapped across the research stack. Key files: `6-Documentation/docs/EQUATION_FOREST_INDEX.md` (master index), `6-Documentation/docs/FOREST_TOPOLOGY_MAP.md` (topological organization), and `5-Applications/scripts/generate_equation_forest.py` (generator). The forest organizes equations into families (chain, coupling, entropy, feedback, gradient, mass, scaling) with parquet-tagged clustering at `3-Mathematical-Models/equations_parquet_tagged/` (26 files). The `EquationForestActiveKernels.md` and `EquationForestGenome18Encoder.py` extend to genetic encoding of equation families. Searchable via [[HNSW Vector Search]] and the [[Semantic Graph Mining]] pipeline. !! RRC Projection Update The Rainbow Raccoon Compiler projection pass now treats family names as non-authoritative route hints. The review surface is the projection signature: nearest lawful shape, top axes, weak axes, distance, and HOLD cause. ``` docs/rrc_equation_classification.md 4-Infrastructure/shim/rrc_equation_classifier_receipt.json equation_count: 278 CANDIDATE: 29 HOLD: 249 ``` Primary repair targets: ``` scale_band_declared: 249 negative_control_strength: 39 ``` This updates the forest rule: do not promote by label. Promote only after a receipt-bearing projection has enough scale-band and negative-control evidence to survive the next proof or measurement gate. * [[HNSW Vector Search]] * [[Semantic Graph Mining]] * [[RRC Equation Projection]] * [[AVMR Adaptive Vector Manifold Representation]] * [[Canonical Formula Index]] * [[T16 Candidate Pipeline Equation Prior]] * [[Cross Domain Adaptation Evidence Prior]] * [[Nonlinear Compressed Sensing Structural Prior]] * [[Generative Compressed Sensing Prior]] * [[Invertible Generative Inverse Prior]] * [[Connectome Manipulation Self Update Prior]] * [[Holographic Fractional Recursive Connectome Prior]] * [[Holographic Fractional Recursive Equation Fold]] * [[Sigilith Symbolic Resilience Prior]]