Experimental predictions of the $E_8 \times ωE_8$ octonionic unification program : A falsification-oriented catalogue for quantum foundations, particle physics, gravitation, and cosmology

Abstract

The $E_8 \times ωE_8$ octonionic program aims at a deliberately ambitious synthesis: quantum theory without external classical time, objective collapse, emergent classical space-time, exceptional Jordan-algebra flavor structure, and an exceptional-group unification of visible matter with a right-handed pre-gravitational sector. The purpose of the present paper is not to review the whole formalism, but to assemble in one place the claims that are experimentally vulnerable and to classify them by logical strength. We begin with a cold-start pedagogical map from the core ingredients of the program to the observables it claims to generate. This map matters because the program's breadth is both its attraction and its principal vulnerability: if the particle-physics, gravitation, and quantum-foundational claims are not visibly derived from the same structure, the framework reduces to a collection of disconnected conjectures. On the quantum-foundational side the program predicts objective spontaneous collapse, operator time, spontaneous collapse in time, loss of temporal interference above an attosecond-scale separation, a six-dimensional explanation of apparent nonlocality, possible Bell correlations beyond the Tsirelson bound, a fermion-only collapse sector, and holographic or Karolyhazy-type space-time uncertainty. In particle physics it predicts a right-handed pre-gravitational gauge sector, an extended Higgs sector, dark electromagnetism and its dark photon, three inert right-handed Majorana neutrinos, Majorana light neutrinos, a maximal leptonic Dirac phase, CKM root-sum rules, charged-fermion mass relations including the first-generation $1{:}4{:}9$ pattern and the relation $m_τ/m_μ= m_s/m_d$, a low-energy fine-structure constant, a weak-mixing-angle derivation, and the mixed-regime relation $α_s(M_Z)/α_{em}(0)=16$.