How Differential Geometry and Gauge Theory Dominated

The corruption of Physics began when Einstein created Relativity which was based on the sophistical idea of the Simultaneity of Time which assigned the properties of the Spatial Layer onto the Radiant Layer or Electromagnetism.

We test simultaneity by putting an observer in the middle M between A and B. He as two mirrors inclined at 90° to let him see both A and B at the same time If he sees the two flashes of lightning at the same time, then they are simultaneous [happen at the same time]. You object by saying that “time” would only be “simultaneity” if light travels at a constant speed, but the speed of light is measured by time. You would say this is reasoning in a circle and therefore, simultaneity has absolutely nothing to do with light. I answer that this simultaneity of time is only used for us to make empirical decisions.

Einstein

This converted Descartes’ virtual space particles into a material fabric of spacetime in General Relativity, which is patterned after electromagnetic fluxes instead of liquid vortices.

The dynamics of electromagnetic fluxes and fields led to the development of differential geometry which is the heart of gauge theories.

Relativity therefore allowed differential geometry to break out into Physics like a pandemic, through mathematical ideas like symmetry and manifolds.

This is very different from the Cartesian system of Bernoulli that used pressure differences as high and low pressure, without the need to specify any topological geometry.

• The differential geometry is just the effect of the liquid dynamics of the perpetual flow of the aether.

Relativity disconnects Physics from reality by confounding the spatial and radiant layers.

• This allows anyone to make their own gauge theories as ‘make your own spacetimes’ just as anyone can create mathematical variables and transpose and operate on them arbitrarily.
• This is why all spatial theories based on Relativity such as loop quantum gravity and string theory have failed in reality.

Hydrology and 2-Dimensional Euclidean Geometry Shows the Way

It is absurd to make an internal 3D geometry of the oceans which are always changing.

Instead, hydrologists use 2D models of currents and temperature distribution. This makes it easy to plot high and low pressure, and channel flow.

This is why Material Superphysics also uses sequential 2D slices to describe “Riemann Manifolds”.

Instead of theorizing the entire spacetime (which is impractical anyway), the better process would be:

1. Find out what you are trying to achieve with the real phenomena in the first place
2. Get data from the real phenomena
3. Plot the relations of the data in slices in the order of the sequence that they are preceived
4. Get the overall picture from those slices in aggregate

This would greatly simplify or minify the maths needed to plot the phenomenon in spacetime.

This replaced differential geometry with Euclidean geometry and data science.

Riemann geometry is merely a mix of the properties of Euclidean geometry focusing on effects instead of causes.