Replacing Archimedean geometry with ultrametric geometry for quantum computing. The Bruhat-Tits tree — a structure from p-adic number theory — provides passive error suppression through the strong triangle inequality, operating at 4 K with no active error correction. This portal links all QNFO quantum research: foundational papers, computational evidence, interactive demos, and the full 498-paper catalog.
Foundational research across quantum computation, field theory, geometry, and AI
Connects ultrametric quantum computing architecture to the geometric Langlands program. Neutral atom hardware specification, ternary tree circuits, 48× error reduction.
PaperEstablishes ultrametric geometry as a unifying framework across physics, computation, and cognition. The foundational paradigm paper.
Framework18-chapter book deriving quantum mechanics, QFT, gravity, and the Standard Model from ultrametric geometry. Includes quantum computation chapter.
BookSyntactic foundation for physics. Derives quantum mechanics from formal language constraints using Spencer-Brown’s calculus of indications.
FrameworkApplies adelic number theory to constrain QFT constructions. Connects Archimedean and non-Archimedean places.
PaperHow one geometric structure unifies numbers, computation, physics, and meaning — and how to build machines that live within it.
FrameworkExplores the consequences of switching from Archimedean to ultrametric geometry as the foundational mathematical structure of physics.
PaperComparative analysis of Archimedean vs. ultrametric distance measures and their physical implications.
PaperDemonstrates glass-box AI architectures using ultrametric tree structures. Q-PNA linear mapping with cophenetic loss.
AITier 0–1 computational validation across Bruhat-Tits tree encoding and glass-box AI architectures
Interactive tools, Q&A oracle, and the full research corpus
Evidence dashboard, core publications, interactive demos, and development roadmap.
498 open-access papers on ultrametric quantum computing, geometric physics, and glass-box AI. Search by title or keyword.
Research Q&A oracle. Queries the full corpus with evidence-backed answers. 949 vectors indexed.
Interactive knowledge graph and guided tour through Quantum Laws of Form concepts.
Complete archive of all QNFO publications, datasets, and supplementary materials.
Full directory of all QWAV/QNFO sites, tools, and services across the ecosystem.