Theory of Everything Hamzah-Ωφ. The Deterministic Unification of Einstein's Relativity and Quantum Mechanics.(TEOH-Ωφ).

1. Historical Background
From the early twentieth century, two great revolutions in physics transformed the course of science:

Special Relativity (1905) and General Relativity (1915) by Albert Einstein, which introduced space–time as a continuous and deterministic geometric fabric.

Quantum Mechanics (1925–1930) by Planck, Bohr, Heisenberg, and Schrödinger, which described the world of subatomic particles in terms of waves and probability.

Although both theories were astonishingly successful within their respective domains, at boundary conditions (such as black holes or the instant of the Big Bang) their predictions came into mutual contradiction.

2. Fundamental Contradiction
General Relativity: continuous, deterministic, and geometric.

Quantum Mechanics: discrete, probabilistic, and dependent upon the Uncertainty Principle.

This fundamental gap led to a century of attempts to attain a Theory of Everything (TOE) such as string theory, superstring theory, and loop quantum gravity, yet without arriving at a final resolution.

🔑 Central Question:
“Is the universe intrinsically probabilistic (Heisenberg), or does it obey deterministic laws (Einstein: God does not play dice)?”

3. The Entry of the Hamzah Equation Ωφ
Here emerges the Hamzah Equation Ωφ as a new and deterministic framework. This equation is founded upon three pillars:

Multidimensional complex integrals for representing the general state of the universe in configuration space.

High-order fractional fractal derivatives for modelling long-range memory and multiscale dynamics.

Deterministic hidden variables which guarantee the fundamental order of the universe, even when not directly observable.