One of the greatest challenges of modern physics is to find a coherent method for describing phenomena, on the cosmic and microscale. For over a hundred years, to describe reality on a cosmic scale we have been using general relativity theory, which has successfully undergone repeated attempts at falsification.
To describe phenomena on the scale of atoms, we use the second great theory: quantum mechanics, which differs from general relativity in basically everything. It uses flat space-time and a completely different mathematical apparatus, and most importantly, perceives reality radically differently.
In the quantum description, the phenomena around us are only wavering probabilities of events that we can only measure with limited accuracy.
In an article, published in Frontiers in Physics, I managed to demonstrate that there is a method that combines the above descriptions, although it leads to quite a surprising conclusion.
It turns out that there is a certain mathematical object called the Alena Tensor, which allows the description of physical phenomena in such a way that the curvature of space-time can be smoothly adjusted as if using a slider. In curved space-time, equation naturally transforms into Einstein Field Equations, and in flat space-time it allows the use of classical methods of relativistic physics and, most importantly, it is subject to quantum description.
2024-01-06 01:00:03
Post from phys.org
