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QWAV Prior Work Catalog — 30 Publications With Relevance
Purpose: Curated selection of 30 publications most relevant to the QWAV thesis (ultrametric tree universality). Each entry includes a one-line relevance statement contextualizing the work within the ultrametric framework. Organized by domain and consilience level (L1-L5).
Date: 2026-05-23
Total curated: 30 publications across 6 domains
Landmark paper: protein dynamics as diffusion on hierarchical energy landscape — independently discovered ultrametric tree of conformational substates.
12
Signal and Worker — How Proteins Activate Electrons
2026
Biology
L5
Archive
Quantum biology: electron activation pathways in proteins follow hierarchical (tree-like) energy transfer cascades.
13
How Geometry Creates Memory
2026
Biology
L5
Archive
Hierarchical geometry as a memory mechanism in biological systems — tree structure preserves information across scales.
Computational meta-analysis: hierarchical organization produces ultrametric signatures that converge with increasing data — testable prediction verified.
26
Convergence, Consilience, and the Hierarchical Architecture of Reality
2026
Synthesis
L5
Archive
Three-way convergence: computational, theoretical, and empirical evidence for hierarchical architecture as universal structure.
27
The Tree and Its Shadow — A Unified Phase Diagram of Ultrametric Organization and Resistance
2026
Synthesis
L1
Archive
Phase diagram of ultrametric organization: maps the transition between tree-structured and unstructured regimes as a function of noise and hierarchy strength.
28
One Pattern
2026
Synthesis
L5
Archive
The simplest statement: one pattern — ultrametric tree geometry — underlies quantum computing, AI, physics, biology, and cognition.
29
Force-Multiplier Playbook
2026
Strategy
L5
Archive
Strategic framework: how ultrametric tree geometry acts as a force multiplier — each new domain validation strengthens all others.
The 30-publication corpus demonstrates a striking pattern: no single domain owns the tree. The same mathematical structure — cophenetic distance, triadic rigidity, and the ultrametric inequality — was independently discovered in quantum computing (Bruhat-Tits trees), statistical mechanics (Parisi solution), protein biophysics (energy landscape theory), and is observed as an empirical pattern in cosmology (cosmic web), cognition (semantic memory), and language (morpheme scope trees).
The strength of the evidence lies not in any single domain but in the convergent pattern: different communities, different methods, different decades, same geometry.
Catalog compiled 2026-05-23 as part of the ultrametric-tree-universality project. All DOIs verified against Zenodo records. Publications without DOIs are from the Obsidian releases corpus (G:\My Drive\Obsidian\releases).