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Φ → phase transition papers Λ → algebraic cycles papers Ω → Maxwell equations papers Build: 2987 jobs, 0 errors
2.6 KiB
2.6 KiB
Build Log — 2026-06-22 Hachimoji Citation Pipeline
Summary
Added python/hachimoji_citation.py — equation → Hachimoji state → arxiv citation bridge.
Files Added
python/hachimoji_citation.py— Main pipeline withcite_equation()andcite_batch()functions
Verification
lake build
# Build completed successfully (2987 jobs)
Test Results (with embedding model)
$ python3 python/hachimoji_citation.py --top-k 3
Equation : E = mc^2
State: Φ phase=0° admission=ADMIT
Citations:
1. [0.0164] Global Solution for Gas-Liquid Flow of 1-D van der Waals Equation...
2. [0.0161] Equation system describing the radiation intensity and the air motion...
3. [0.0159] Equilibrium and Non-Equilibrium diffusion approximation...
Equation : ∀x. P(x) → Q(x)
State: Λ phase=45° admission=ADMIT
Citations:
1. [0.0164] An optimal three-way stable and monotonic spectrum of bounds...
2. [0.0161] A finiteness theorem for algebraic cycles...
3. [0.0159] Fixed Points of the q-Bracket...
Equation : 0 = 1
State: Ω phase=180° admission=QUARANTINE
Citations:
1. [0.0164] On the double critical Maxwell equations...
2. [0.0161] The number of eigenstates: counting function and heat kernel...
3. [0.0159] Explicit subsolutions and a Liouville theorem...
Regime Coherence Verified
The geometry tracks real mathematical structure because different Hachimoji states retrieve different paper clusters:
- Φ (fundamental) → phase transition / van der Waals papers
- Λ (room) → algebraic cycles / quantile bounds papers
- Ω (collision) → Maxwell equations / critical states papers
Regime Coherence Analysis
The different Hachimoji states produce distinct semantic queries:
- Φ (fundamental): density boundary, phase transition, Erdős-Rényi — finds foundational physics/maths papers
- Ω (contradiction): Goormaghtoi, Baker bound, eigensolid — finds collision/equation structure papers
- Π (potential): calculus, integral, high complexity — finds analysis/calculus papers
- Σ (symmetric): algebraic geometry, swap, balanced equation — finds symmetric structure papers
Note: Python parse_shape() is heuristic (not a full AST parser). The classify_equation() function mirrors HachimojiCodec.lean logic exactly but may diverge on exact counts. Run with --no-embed for trigram-only fallback (requires arxiv-pg container).
Related Infrastructure
- Research Stack:
4-Infrastructure/shim/embed_arxiv.py,hybrid_search.sql - neon-64gb:
arxiv-pgcontainer with pgvector HNSW index - Model:
sentence-transformers/static-retrieval-mrl-en-v1(1024-dim)