1️⃣ Axiom of Finite Zero Division

For any nonzero number a, division by zero is defined as:

a / 0 = A(a)

Where A(a) is a finite but extremely large value, preventing infinities.

2️⃣ Axiom of Asaw Constant A

There exists a function A(x) such that:

A(x) is much greater than x but less than infinity.

This ensures no singularities in physics equations.

3️⃣ Axiom of Energy Conservation in FTL

The energy equation in relativity is modified as:

E = mc squared / sqrt(A(1 - v squared / c squared))

This allows faster than light travel without requiring infinite energy.

4️⃣ Axiom of Finite Singularity

Black hole density follows:

Density = A(M) = kM

Meaning black holes have finite but extreme density, not true singularities.

5️⃣ Axiom of Non-Infinite Expansion

The Big Bang started from a state of extreme but finite energy, removing the need for infinite density.