Submissions from Konstantinos Christodoulou

[1]  faKiv:1912.07341 [pdf]
Optimizations on a single-parameterized (non-distinctive) class of B-field theories with nonlinear curvature
Comments:

We study two-parameterized (non-distinctive) B-field theories with nonlinear curvature with the help of a numerical optimization procedure. We show that the numerical optimization procedure, which is related to the minimization procedure, is a non-trivial alternative to the picture of a direct numerical optimization procedure. We show that the non-distinctive B-fields have the same structure as the B-fields with nonlinear curvature. We also discuss the optimization procedure for the non-distinctive B-fields.

[2]  faKiv:1912.07352 [pdf]
A Note on the Riemannian entropy for 2D Minkowski spacetime
Comments: 12 pages, 6 figures, minor improvements, matches the published version

We discuss the new class of new Riemannian entropy functions in 2D Minkowski spacetime, which we call Riemannian entropy functions. The new functions are defined by defining a Riemannian entropy function that takes as input the spinor fields of the Minkowski space-time. In this paper we shall show that the new Riemannian entropy functions are not the ones that are the results of the Riemannian entropy functions for the 1D Minkowski spacetime. This is due to the fact that the new Riemannian entropy functions are very different from the correlations that are the results of the Riemannian entropy functions in the 1D Minkowski space.

[3]  faKiv:1912.08881 [pdf]
The structure of the CFT$_2$ model
Comments: 23 pages, 18 figures, 1 table

We study the structure of the CFT$_2$ model at the level of the $T^2$-Vectors$3$ model. We use the first-order correction of the relativistic expansion by the eigenvalue expansion of the S-matrix to calculate the coefficients of the Lagrangian. We show that the relativistic corrections are weak and that these coefficients are invariant under rules of eigenvalue expansion.