REGIME-TIME UNIVERSE: THE ORIGIN OF PHYSICAL LAWS FROM Zn,I

AbstractPhysics today has 100 correct equations and 0 complete equations. The reasonis regime-dependence.We propose the Regime-time Equation as the fundamental generator of allphysical laws:Zn(g,t),I(g,t) = C1C2rn(g,t) · Φ(I(g, t)) · Ω(g, t) (1)where C1, C2 are interaction charges, r is separation, n is the Regime Index,I is the Information Index, and Ω is the Geometric Operator. All indices arefunctions of gravity g and time t.We demonstrate that Newton’s Law, General Relativity, Quantum Mechanics,and Thermodynamics are not competing theories. They are mathematicallyexact, limiting cases of Eq. 1 in specific regimes of (n, I, g, t).Thus, the fundamental postulate is: All laws of physics are correct incertain regimes, but incomplete globally. The complete law is the law thatselects the regime.