Submissions from B. Pravda

[1]  faKiv:2405.07582 [pdf]

Quasi-local geometry in a dimensional reduction on the Hilbert elliptic curve

A. G. Karagoda, J. A. Savin, B. Pravda, S. Zaytounkov

Comments: 11 pages, no figure

We study the Hilbert elliptic curve for a class of simple real-valued functions of a dimension two field theory on the Hilbert elliptic curve. We show that the Hilbert elliptic curve itself is non-perturbative and, in particular, that the curved Hilbert elliptic curve is a non-perturbative function of the dimension two field theory. In this case, it is shown that the solution of the Hilbert elliptic curve is a solution of the Einstein equations.