Submissions from M. A. Morozov

[1]  faKiv:2403.08531 [pdf]
The Lorenz-Franz method for the Yang-Mills model: A demonstration of the equivalence principle
Comments: 25 pages, 8 figures

This paper demonstrates that the Yang-Mills (YM) theory is equivalent to the Lorenz-Franz (RF) theory in the Yang-Mills (YM) case, and that the YM theory is a spacetime with no boundary. The proof of this proposition is based on its equivalence principle. The proof of the equivalence principle is made by using the YM theory as a model of the Yang-Mills (YM) theory. The proof is derived directly from the YM theory.

[2]  faKiv:2403.08698 [pdf]
Vacuum oscillations in the presence of vacuum
Comments: 11 pages, 1 figure

We study the effect of the vacuum on the dynamics of a point particle in the presence of a vacuum. We find that the effect of the vacuum changes the oscillation frequency of the point particle. The frequency of the point particle depends on the angle of the vacuum angle. In the presence of the vacuum, the oscillations frequency is found to be the same as in the absence of the vacuum. According to our results, it is very difficult to obtain the vacuum oscillation frequency in the presence of the vacuum.