Submissions from Y. M. Do

[1]  faKiv:2404.08282 [pdf]

Holographic entanglement entropy

Y. M. Do, Y. M. Do, D. A. White

Comments: 5 pages, 4 figures

We study entanglement entropy in the presence of the heat and magnetic fields in the holographic model. Since the heat and magnetic fields are mixed in the holographic model and the heat field is mixed in the holographic model, we find that the entanglement entropy of the holographic model is also proportional to the temperature and the magnetic fields. We also examine the entanglement entropy in the presence of the heat and the magnetic fields in the holographic model. The entanglement entropy decreases towards the heat-field, but increases towards the magnetic fields.

[2]  faKiv:2404.08591 [pdf]

Anisotropic field theory as an extension of the spectral theory in the vicinity of a super-critical point

Y. M. Do, H. M. Cho

Comments:

We study anisotropic field theory in the vicinity of a super-critical point. We consider the case when the super-critical point is located at the point of the spectral curve, and we find that all the a priori generated experiences are identical in the two cases. We find a comparison between the first and second case.

[3]  faKiv:2404.08827 [pdf]

The Glissand-de Rham Conjectures

Andreas Galant, Y. M. Do

Comments: 50 pages, 5 figures

We consider the relationship between the Glissand-de Rham (GD) conditions and the Glissand-Quelle (GL) conditions of the Yang-Mills (YangM) geometry for F-theory on the Gl/Q-plane in terms of a de Rham-Mellin CFT. We derive the intersection subgroup of the de Rham-Mellin group and show that its GL condition is equivalent to the GD condition in terms of the (DG) condition. This implies that the latter is a gauge theory of the de Rham group, and hence the de Rham-GL or de Rham-QFT conditions are equivalent.