The Dual–Flux (DF) framework starts from just two informational flows, a coherent flux Φ⁺ and a fragmentary flux Φ⁻, interacting on a dynamically maintained present surface P₀. From this minimal architecture, the series reconstructs the emergence of space, time, particles, quantum phenomena, interactions, cosmology, and even arithmetic structures.
Foundation 0 gives the conceptual overview. Parts I–IX then develop the full technical framework step by step.
Select a part to see a short summary and the link to the corresponding Zenodo PDF.
Conceptual overview of the Dual–Flux programme: present surface, two fluxes, finite memory, and how the nine parts fit together.
Emergence of the present surface, causal channels, and effective 3D geometry from temporal phase degeneracy.
TDGL-like finite-memory dynamics on the present surface, causality, and the emergence of inertial response.
Equivalence principle and effective Ricci geometry as properties of the DF memory kernel on P₀).
Tripoles, composite structure, three families, and mass hierarchies from the DF sector algebra.
Gauge sectors as continuous closures of discrete present-time symmetries and channel projectors.
Masses, couplings, lifetimes, and simple quantum interference patterns, with explicit falsifiability windows.
Emergence of FLRW geometry, dark components, and MOND-like behaviour from the long-memory sector.
Coheron differentiation, superposition, decoherence, and the Born rule as emergent properties of finite memory.
Additive–multiplicative balance, Goldbach with two thresholds, and the critical line of the Riemann zeta function in DF language.
Explore the Dual–Flux framework interactively. The DF Agent is a specialised ChatGPT assistant trained on the entire DF series. Ask questions, request explanations, or dive deeper into the structure of emergence.