Zero Point: Solving for it and what it is.

[Antonio Lao]

The existence of a minimum triangular surface area of 1/2 corresponding to a unit square does not depend on the curvature of spacetime where the surface is embedded and clearly demonstrated in an Euclidean geometry using the parallel axiom.

 

[Antonio Lao]

The Euler's identities are given by

$$e^{+ i \theta} = cos \theta + i sin \theta$$

and

$$e^{- i \theta} = cos \theta - i sin \theta$$

A complex number z is given by

$$z = r \left( cos \theta + i sin \theta \right)$$

So Euler's identities is the same as when r=1 and

$$z = e^{ i \theta}$$

 

[Antonio Lao]

But the complex number is defined as z = x + iy. This is like adding apples to oranges where x is an apple and iy is an orange. Physically, I still failed to understand this but mathematically, I guess, anything is possible.