r/LLMPhysics • u/OkAdhesiveness5139 • 3h ago
Personal Theory Just an update DOI to my TOE that has become more of a DM what if, and a 10d geometry exploration.
Still just asking questions beyond my education level and seeing where intuition and an LLM can take it. Did GPT pat me on the back or is there maybe something decent in the work somewhere? Comes with a python reproducible DOI https://doi.org/10.5281/zenodo.23349467
Abstract:
Density-Dependent Braneworld Borrowing (DDBB) — Version 5
Frozen Relational-Holonomy V3 Model and Its Ten-Dimensional Geometric Foundations
We present Version 5 of the Density-Dependent Braneworld Borrowing (DDBB) Zenodo manuscript series, documenting its development from an earlier phenomenological proposal into a more explicitly formulated ten-dimensional geometric research program. This is the first publication in the DDBB Zenodo manuscript series to present the frozen V3 Relational-Holonomy Candidate 0.1 model, together with its empirical P3 baseline and the geometric investigations underlying their development.
Geometric and Theoretical Foundations
The current framework investigates whether gravitational phenomena conventionally attributed to dark matter may arise through the response of higher-dimensional geometry to ordinary matter.
The proposed ten-dimensional architecture consists of an observable four-dimensional spacetime (M4), a four-dimensional internal structural sector (K4), and two additional mediator/compact dimensions. Its working dynamical foundation is a minimal Einstein–Cartan action coupled to ordinary matter and electromagnetism, without introducing an independently adjustable dark-matter fluid or additional phenomenological gravitational source into the higher-dimensional action.
The research has established several mathematical results under specified geometric assumptions, including a regular local vacuum compact-core solution, constraint-compatible nonseparable geometric perturbations, mixed external-to-internal curvature couplings, and formal source-transfer identities involving the geometric Hessian and Schur-complement response. These results establish mathematical structures within the proposed framework, rather than a completed galaxy-sourced gravitational solution.
The program also investigates ordered U(2) holonomy, structural mirror orientations, candidate physical receiver operators, and Dirichlet-to-Neumann response methods as possible ingredients in connecting internal geometric dynamics to observable four-dimensional gravitational behavior.
Importantly, these investigations have identified unresolved physical requirements, including source-dependent boundary conditions, spectral stability, internal scale determination, and potential information loss under dimensional reduction from ten to five dimensions.
https://doi.org/10.5281/zenodo.23287644 (python notebook)