Submissions from Paul A. S. S. Vaidya
 [1] faKiv:2004.07506 [pdf]

Holographic rasterizations of the equilateral hyperbolic spaceComments: 18 pages
We study the holographic rasterization of the equilateral hyperbolic space by the nonperturbative method. We use the usual equilateral hyperbolic quadratic space for encoding the equilateral hyperbolic space, but construct the "geometric algebra" of the equilateral hyperbolic space that is invertible. This algebra corresponds to the shape of Dbrane channels in the equilateral hyperbolic quadratic space. We derive the geometric algebra, and compute the Cosmological constant in terms of it.