We must begin to assume that the universe has a hyperspherical shape and that our concept of Zoom replaces our concept of Time, forming the hyperradius.

There are many mathematical demonstrations of this in [1], but it's easy to understand with just this explanation:

A point is defined as a unique and unmistakable dimensionless object in space.

Dimensions are defined as the parameters necessary to locate a point.

If we use our concept of time along with the three dimensions of space to locate a point, we must use an additional parameter,

such as meter, second, millimeter, house, planet, atom, day, hour, to fix it at its Zoom level and prevent it from going off into infinity.

We are using five parameters, not the four of our four dimensions.

But replacing our concept of time with our concept of Zoom, we can do it with 4 parameters/dimensions, as the universe

expands with time, from a 4-dimensional perspective the Zoom (Zz) together with x, y, z provides us with a unique and unmistakable point.

In [2], Einstein's equations with the energy-stress tensor define the curvature of space-time (space-zoom), with the position T00 defining gravity.

Einstein's equations with the electromagnetic energy-stress tensor define the curvature of space-time (space-zoom), with the position T00 defining electromagnetic forces.

This curvature limits can be defined by the volume of mass density, but in the case of the electromagnetic tensor, whose curvature depends on squared electric and magnetic fields, the only way to define limits it is to assume two rotating massless charges for each plane, because every field must be created by charges.

The only way for an electron to exist is to assume that it is composed of six rotating massless minimal charges (qm). These are

the "hidden variables" that explain all of quantum physics with classical logic.

In [3], an electron, having a different speed than the observer/measurement device, and due to the centrifugal force, increases its size as it moves through the Zoom dimension.

The electromagnetic force of those charges (qm) rotating around it does not increase.

The act of touching/measuring is determined by those charges (qm) and that electromagnetic force.

The electron can be as large as a planet, which will only "touch" when it "touches" those rotating qm charges.

When those charges "touch," the electron and the meter/observer suddenly have the same speed, which means they must be at the same Zoom level. Thus, this impulse descends to the Zoom level of the meter/observer as a wave (collapsing the wave function), and this is how we deduce Schrodinger's equation.

Since we have formally deduced it, we know the meaning of all its terms, such as the wave function and the complex numbers.

In this way we also explain and deduce in [3] the probability, indeterminacy, tunnel effect, etc.

All this is not an interpretation. It's the equations that "speak," as anyone can see in [1], [2], and [3].

[1] https://doi.org/10.13140/RG.2.2.19015.96168

[2] https://doi.org/10.13140/RG.2.2.20473.53606

[3] https://doi.org/10.13140/RG.2.2.34858.68806