The Split-Complex Boundary Algebra D
Hinge 4 preprint on the split-complex boundary algebra and the four-atom generator dictionary.
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Status
- Version: v1.0 · April 2026
- Publication date: 2026-04-27
- DOI: 10.5281/zenodo.19818743
Summary
This paper develops the split-complex boundary algebra used by the Panta Rhei framework. It gives a countable profinite construction, a canonical uniqueness argument, and the four-atom generator dictionary connecting algebraic boundary structure to the hinge-paper sequence.
Claim Boundary
The paper presents an internal structural construction and its mathematical role in the program. It does not claim independent empirical validation.
Citation Guidance
Thorsten Fuchs and Anna-Sophie Fuchs, “The Split-Complex Boundary Algebra D,” v1.0, 2026. DOI: 10.5281/zenodo.19818743.
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