Dirichlet Product 1

The Dirichlet Product is a 'product' of two arithmetic functions that is frequently used in anayltic number theory.
I show that this raises the possibility of having forces interacting between real and complex space.
Rather than have 4 or 5 days for you to browse there is a download button to get the MSWord file.
By showing that Dirichlet Products can be valid operators in the complex space defined by Complex QM I am greatly substantiating the pssibility that I am correct and leaving less room for doubt.
By tackling even the basic premises of anayltic number theory the old mathematical assumption that there is no valid complex space falls apart bit by bit.
This way I can get onto the more interesting bits faster such as showing the complex waves.