In a previous article, I began exploring concepts for a conformal geometry in complex dimensional spaces. One assumption that was not considered was making the space analytic.

Analytic spaces are those for which the complex dimensional derivatives are independent of internal angle of the complex dimension. Because complex numbers act…

So what has 24 years of business experience taught me? …

I propose that spinor fields exist as vectors in a complex dimensional space that has it’s own metric tensor is conformally invariant. I then propose one method to project from this complex space to the real space-time and translate equations as such.

To begin, we write the standard equation for…

Weyl introduced an extension of Einstein’s General Theory of Relativity in a paper he published in 1918. In this paper, Weyl proposed removing the restriction that vectors maintain their length while undergoing parallel transport. We can write this mathematically in the following way:

where g is the symmetric metric tensor…

I have been listening to a lot of self help books lately. I know what you’re thinking… oh boy another middle aged man in a mid-life crisis. Sure, perhaps that’s true, but it certainly isn’t uncommon. …

By: Jason Blood

In this paper, I propose a new method to quantize gravitation. This is accomplished through a generalization of the Pauli matrices and the connection between spinors and vectors. It follows some of the same systems proposed by spin connections, making use of tetrads, but adds components that…

Suppose spinors have their own metric and affine connection that differs from tensors. Let us explore the possibilities. For spinors, we are going to use matrices instead of indices to stay in line with the typical semantics.

We will also make the following assumption about the metric matrix s in…

Misunderstanding the Market

**Mistake 1: Failing to spend enough time researching the business idea to see if it’s viable.**“This is really the most important mistake of all. They say 9 [out] of 10 entrepreneurs fail because they’re under capitalized or have the wrong people. I say 9 [out] of…

It is possible to write an equation for 2-spinors that properly yields the Klein-Gordon equation when squared AND contains elements for a rest energy. Here is the solution:

The sigma are the Pauli matrices with the zero element just being the identity. We can use some basic math to derive the following from equation 1: