Composite Grand Unified Theory

This work presents a comprehensive Composite Grand Unified Theory (CGUT) that aims to unify several advanced concepts in modern physics into a single coherent framework. At high energies, our theory posits that spacetime is best described by a noncommutative (or discrete) geometry, formulated via the spectral action principle, which naturally transitions to classical General Relativity at low energies.

Key innovations of the theory include:

• Noncommutative Geometry and Gravity: A rigorous mathematical framework based on spectral triples and the spectral action, which recovers the Einstein–Hilbert action in the continuum limit, providing a high-energy description of spacetime.
• Novel Dynamical Fields (TAI and BFU): The introduction of the Theory of Absolute Inclusion (TAI) field, which ensures a non-zero vacuum energy and may contribute to dark energy, and the Bubbling Foam Universe (BFU) field, which drives bubble-like cosmic dynamics and may explain large-scale structure.
• Quantum Noise-Enhanced Entanglement: An exploration of how quantum noise, rather than solely causing decoherence, can enhance entanglement among fields, modifying the primordial density fluctuations and potentially leaving unique signatures in the cosmic microwave background (CMB) and large-scale structure (LSS).
• Hidden-Sector SUSY Breaking: A mechanism whereby supersymmetry is dynamically broken in a hidden sector and its effects are communicated via gravitational mediation. This, in combination with asymptotic safety and nonlocal regulators from noncommutative geometry, protects the Higgs mass despite a high SUSY-breaking scale.
• Quantum-Temporal Processing Hypothesis: A novel proposal that time is not a continuous flow but is processed in discrete, computational-like clusters. This perspective provides new insights into wavefunction collapse, quantum entanglement, and time dilation, potentially bridging the gap between quantum mechanics and relativity.

The manuscript includes detailed mathematical derivations, parameter-space analyses, and numerical simulation strategies. It also offers explicit observational predictions for gravitational wave signals, CMB anisotropies, and precision collider experiments, along with proposed strategies for interdisciplinary experimental collaboration.

This submission is intended as a peer-reviewed paper that not only provides a rigorous theoretical foundation but also opens up new avenues for experimental validation and further exploration in fundamental physics.