QuadMath: An Analytical Review of 4D and Quadray Coordinates

Catalog Row18

Citation KeyFriedman2025QuadMathAnalyticalReview4D018

Paper FolderAvailable

Platform availability

✅ Zenodo
⬜ GitHub
⬜ arXiv
⬜ OSF
⬜ HuggingFace
⬜ Software Heritage
⬜ PyPI
✅ Full documentation

Overview

Extracted from the local paper documentation when available.

QuadMath provides an analytical review of 4D and Quadray coordinate systems, implementing Buckminster Fuller's Synergetics geometry in a computational framework. The paper introduces a 4D namespace framework, develops exact rational arithmetic for IVM lattice operations, and provides open-source companion code and tests for reproducibility.

QuadMathQuadray coordinates4D geometrySynergeticsBuckminster FullerIVM latticerational arithmeticcomputational geometry

Use Notes

Concise findings and methods pulled from README/SKILL documentation.

Findings / Concepts

Higher-dimensional geometry provides novel mathematical foundations for cognitive modeling and representation
4D visualization techniques significantly improve interpretability of abstract cognitive state representations

Methods / Techniques

4D mathematical analysis and visualization
Analytical geometry and topological methods

Citation

Plain-text citation for quick reuse.

Friedman, Daniel Ari. 2025. QuadMath: An Analytical Review of 4D and Quadray Coordinates. Zenodo. DOI: 10.5281/zenodo.16887799. URL: https://doi.org/10.5281/zenodo.16887799.

Primary source Documentation Full Text Image Gallery BibTeX

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