Blandino Research Knowledge Graph (BR-KG)

This repository contains the complete RDF Turtle (.ttl) dump and tabular decompositions of the Blandino Research Knowledge Graph (BR-KG). Validated using W3C-compliant Turtle parsing, the dataset formalizes a unified semantic web architecture bridging theoretical mathematical physics, algebraic quantum field theory (AQFT), Loop Quantum Gravity (LQG), non-commutative geometry, and finite incidence geometries. Fully integrated with external registries, the graph links primary research nodes directly to open-access Zenodo DOI datasets and open-source computational pipelines. Key formalized domains and interlinked resources include: First-Principles Derivation of $\alpha$: Core structural relations linking Polyakov string oscillations on $R=\pi$, discrete octave coupling on the Fano plane $PG(2,2)$, and Matrix Product States (MPS) on virtual spaces $D=45$ saturated by $\mathfrak{so}(10)$ symmetries. Spectral Invariants & Moduli Spaces: Formalization of the moduli space of Mori–Mukai ID-69 Fano 3-folds, Dyson–Schwinger field kernels, Picard–Fuchs differential operators, and continued fraction complements $K$. Immersive Bridges & Spacetime Emergence: The Jordan–Clifford immersion ($h_3(\mathbb{O})_{\mathbb{C}}$ to $\mathcal{C}\ell(14)$ via $\mathrm{Spin}(7)$ reduction), resolution of the Lorentzian signature problem in Noncommutative Geometry via $\mathcal{C}\ell(3,1)$ embeddings, and FLRW spacetime emergence from Feynman graphons under cut-norm limits. Dynamical Flows & Open Science Code Suites: Coupled GENERIC refinement flows for time emergence in Loop Quantum Gravity, stochastic dissipative collapse models addressing the Quantum Measurement Problem, and reproducible Python verification suites hosted across GitHub and Google Colab. Accompanied by structured CSV exports covering decompressed triples, unique subject nodes, and predicate frequencies, this dataset serves as a FAIR-compliant semantic backbone for automated reasoning, SPARQL querying, and graph-based indexing of advanced mathematical physics literature.