QNFO Research Foundation
An open-science research collective publishing critical analyses of the $35B quantum computing industry. Our work spans p-adic mathematics, ultrametric geometry, topological quantum computation, and condensed matter approaches — all published with independently verifiable Zenodo DOIs.
About QNFO
QNFO is a research foundation that publishes analyses of computing paradigms, with a focus on thermodynamic efficiency and architectural honesty. Our core thesis: computational advantage must be measured in joules-per-solution, not qubit counts or press releases.
We maintain a growing corpus of research papers, a knowledge graph mapping conceptual relationships, and the QNFO Unified License Agreement governing intellectual property. Our commercial platform, QWAV, translates this research into pre-commercial computing architectures benchmarked with JPCUB.
Research Papers
Browse the full corpus of publications across number theory, physics, quantum error correction, and computer science — all with Zenodo DOIs and independent verifiability.
Knowledge Graph
Explore the QNFO concept graph — 2,500+ interconnected nodes mapping research entities, papers, and their relationships.
License
QNFO Unified License Agreement v2.0 — open-science licensing with commercial protections.
Archive
Persistent archival storage with DOI registration and R2-redundant backup infrastructure.
QWAV Platform
Pre-commercial computing platform exploring p-adic ultrametric architectures benchmarked with JPCUB.
iPatent.me
Quantum technology patent disclosure framework for prior art documentation.
- The Qudit Advantage: System-Level Joules-per-Solution Comparison of a Qudit Architecture Against 17 Conventional Qubit Quantum Computing Platforms2026-08-06
- Zitterbewegung as a p-Adic Observable: Ultrametric Readout and Intrinsic Topological Protection for Majorana Qubits2026-08-06
- JPCUB Competitive Landscape v2.0: System-Level Joules-per-Solution Estimates for 17 Quantum Computing Platforms from Published Specifications2026-08-06
- Ultrametric Code Spaces: The Bruhat--Tits Tree as a Geometry for Quantum Error Correction2026-08-05
- The Consilience Framework: From Valuation Theory to the Void — A Cross-Domain Synthesis2026-08-05
- Valuation Without R: A Category-Theoretic Foundation for Finite Measurement2026-08-04
- The Falsifiability Crisis in Contemporary Physics: LCDM, the Standard Model, and the Measurement-Exercise Trap2026-08-04
- Killing the Framework: Seven Criteria for the Falsification of Adelic Physics2026-08-04