A visualiser of the Bruhat-Tits tree over ℚp.
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Updated
Jul 28, 2026 - TypeScript
A visualiser of the Bruhat-Tits tree over ℚp.
Number representation when the base is a free parameter — a machine-checked corpus on function-defined radix systems, from positional notation as algebra to the geometry and conservation laws of coupled radix networks.
Generate simple p-adic integer diagrams
Arithmetic system of 2-adic numbers in scheme language
Tuppence Programming Language
Unity of Ultrametric Physics: A Self-Contained Development from First Principles
Two Ways of Measuring: A Framework for Distance, Memory, and Fault-Tolerant Computation
k-Nearest Neighbors Algorithm with p-adic Distance
Ultrametric AI — Proof of Concept: Token-level explainable attention via p-adic valuation trees and Spencer-Brown's Laws of Form
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The Ultrametric Paradigm: How the Choice of Geometry Determines Everything
ULTRAMETRIC QUANTUM COMPUTATION: An MVP Program for Passive Geometric Fault Tolerance
Number systems as metric-neutral: the same symbols read under Archimedean or ultrametric interpretation
Ultrametric p-Adic Quantum Metrology — passive error resilience for near-term quantum advantage
ACRP-07: Valuation Reading of the Qubit Delusion — the adelic valuation-to-QEC bridge is aesthetic, not load-bearing (negative result)
Ultrametric research paper discovery engine — p-adic valuation, Ostrowski hybrid ranking, Hensel lifting on Cloudflare Workers. 451 papers, 3-phase search, 20 mathematical principles.
Tier 0 computational validation: Bruhat-Tits tree error simulation — QWAV interactive artifact A1
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