Speakers - 2026

Title: The exponential polar manifold

Abstract

This is a kind of infinite trumpet-shaped surface. The narrow end extends to a point at minus infinity representing our “number” zero and the broad end extends out to an infinite circle. The number one is represented by a circle at zero exponential magnitude. Without this device, it is very hard to understand what anybody means by the number one. I mean, one meter we all understand or one idea, but mathematicians seem to think that the number one means something, even without any units at all. I am here to tell you that we have all been conned into thinking that one-nothing means something where as actually one-nothing means nothing at all. For certain advanced topics like relativity and quantum physics, the abstract set theory of numbers that we have all been told is all that can exist, is utterly useless and we need to get real with our number theory. We need to forget all about the delusional neo-Pythagorean school with their abstract set theory of numbers.

Take away from presentation:

1. We can use this new framework of numbers to understand the need for the mathematician’s complex numerical plane; I hope that we have all been taught that already.

2. We can understand where the so-called complex numbers come from and what they actually mean or imply.

3. We will end up understanding the relationship between time and space.

4. Once a person becomes familiar with the exponential polar manifold, Maxwell’s field equations and Einstein’s General Theory become plain for all to see on the simple flat numerical plane (FNP), the FNP is a simple derivative of the master framework, the exponential polar manifold.

5. On the flat numerical plane the so-called “speed of light” becomes 1/(-1.i1) and c2 becomes minus one. 1/(-1.i1) means one unit of space per unit of imaginary historic depth.