The Theory of Everything

(Micro- and macrocosm)

This hypothesis is based on the fact that, in terms of the general theory of relativity, space-time is curved according to non-Euclidean geometry. Especially noteworthy here is that the curvature of space-time is applied uniformly to all physical phenomena of the micro- and macrocosm.

In this way, elementary particles can be described in approximation as "Einstein-Rosen bridges in miniature format" which have both particle character as well as wave character. But in addition, the development and structure of the universe can also be depicted based on this understanding in this paper.

Thus, with the help of the general theory of relativity, this hypothesis succeeds in describing the entire micro- and macrocosm as a complex, curved space-time topology.

In Part I of this hypothesis, a hierarchical structure of the microcosm and macrocosm is derived, considering the Cosmological principle (homogeneity, isotropy).

[The author is well aware that the Cosmological principle is at odds with a hierarchical structure of the universe! However, it will be shown in this paper that the Cosmological principle and a hierarchy of the universe do not exclude each other!].

Subsequently the curvature of space resulting from it is described.

In Part II of this hypothesis, in further approximation, this curvature of space is transferred to the Einstein-Rosen bridge and developed further.

It will be shown that, with the help of the Einstein-Rose bridge, physical phenomena of the microcosm and astrophysical and cosmological phenomena of the macrocosm can be described, such as:

- The topology of the neutron

- The topology of the vacuum

- The Schwarzschild solutions in the micro- and macrocosm

- The wave-particle duality of the neutron

- The electron-orbital in the hydrogen atom

- Proton and electron and the electrostatic field

- The quarks in the neutron

- The mass

- The impulse

- The electromagnetic field

- Matter and anti-matter

- Gravity and minimal spaces