Postulate I

Modern fundamental physics theories such as the Standard Model (SM) contain many assumptions. So where do all these assumptions come from? This is not real understanding. It is curve fitting. So why bother? This theory in contrast has only onesimple postulate: Postulate1. So there is reason to be excited. That is the only postulate since the 1 in the postulate of 1 generates through symbol definitions the 1U1=1+1 list-define algebra natural number underpinning of the rational numbers. These allow us to define the real number 1 from a Cauchy sequence of these rational numbers (Cantor) using iteration z_N+1=z_Nz_N+C (1a) and dC=0 (eq.1b). So as C->0, and N->infinity eq.1a turns uniquely into z=zz+C (eq.1) thereby defining real#1 in the postulate of 1 as it must since 1=1X1+0. Alternatively solvethe same eq.1a,eq.1b for C and z(eigenvalues). So plug eq.1 into eq.1b getting Special Relativity(SR) and a unbroken degeneracy Cliffordalgebra. Equation 1a explicitly defines the Mandelbrot set C_M (since z_N+1finite) with fractal (¼)^MMandlebulbs and (10⁴⁰)^NXcosmology. C_M turns SR into GR and breaks that 2D degeneracy into a 4D Clifford algebra of Mandlebulbleptons and associated triplets and singlets (i.e., the SM Bosons). Summary: just postulat the real#1 and get both real#math and physics.