Gyro Gravitation - Mathematical Support

I am pleased that some independent mathematics as come to my attention that strengthens the case for Complex Quantum Mechanics.
Thierry does very well to keep a difficult area as simple as possible for his readers. He covers a lot of gravitational issues too.

His theory argues for "Gyrotation" as the field which is caused by the (angular) motion of gravitation, and is defined by the mass’ velocity through a steady gravitation field. Gyrotation acts transversally (a line that intersecting two or more other lines) in relation to the gravitation. This creates the use of normal forces in his equations that provide a foundation for the mathematics of Complex QM in as far as it deals with real space.
Rotating bodies generate gyrotation too.

Here are my first thoughts on Thierry's paper:

Gyrotation is the field which is caused by the (angular) motion of gravitation, and is defined by the mass’
velocity through a steady gravitation field. Gyrotation acts transversally in relation to the gravitation.
Rotating bodies generate gyrotation too.

Alex Comment: Gyrotation can be considered as a rotation into 4D.
This rotation need only be very small for the consequences to be felt.

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This (equation 2.3) means that the movement of an object through another gravitation field causes a second field, called gyrotation. In other words, the (large) symmetric gravitation field can be disturbed by a (small) moving symmetric gravitation field, resulting in the polarisation of the symmetric transversal gravitation field into an asymmetric field, called gyrotation (analogy to magnetism). The gyrotation works perpendicularly onto other
moving masses. By this, the polarised (= gyrotation) field expresses that the gravitation field is partly made of a force field, which is perpendicular to the gravitation force field, but which annihilate itself if no polarisation has been induced.

Alex Comment: This gives me an idea. I have put forward a theory that gravitational force and flux are the result of sinusodial waves around the Sun being generated outwards.
I now propose that the presence of a complex cosinusoidal wave acting in the same direction as the sinusodial wave but perpendicular to it would create a spherical (or elliptical) gravitational field.
This complex wave could originate at the core of the Sun where 3D space if (and I believe it is) warped into 4D.
The gravitational field is then simply generated from the core of a large body (like the Sun or planets).

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To visualize gyrotation, draw in thought any circle (or any closed line) around a moving mass (fig 3.1). The sum of the gyrotation in all points of that circle is depends from the total mass flow within that circle (closed line). Two parallel flowing masses in a gravitation field attract also by gyrotation.

Alex Comment: The Sun itself is NOT moving (or very slightly with the galaxy).
I will suggest the same effect can result from the core of the Sun having a rotating sinusoidal wave around it.
It may be (although I prefer my own interpretation) that the core of the Sun acts like a dynamo.

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Perhaps the direction of the gravitation field is important. (equation 3.1)

Alex Comment: Not as much as you would think submitting or adding sines and cosines tends to generate ellipses perpendicular to each other.