3 citations · 3 across the 3 of their papers we have counts for
5 papers · 1 filter
Accretion, mergers, and metastability of fuzzy spheres in a three-matrix model
M. Hrmo, S. Kováčik, K. Magdolenová +5
A three-matrix model that contains a plethora of fuzzy sphere solutions was defined twenty years ago. It has been shown that in a certain regime of the model, combinations of fuzzy…
Numerical Study of Scalar Field Theory on the Fuzzy Onion
Matej Hrmo, Samuel Kováčik, Juraj Tekel
We study the behaviour of the scalar field theory on the fuzzy onion model -- a three-dimensional matrix model consisting of concentric fuzzy spheres of gradually increasing radii.…
The Fuzzy Onion: An Initial Study
Samuel Kováčik, Juraj Tekel, Matej Hrmo
In our previous contribution, we introduced a matrix formulation of a three-dimensional quantum space named the fuzzy onion. The novel part of the construction is the radial deriva…
Phase transitions in a matrix model on a curved noncommutative space
Dragan Prekrat, Dragana Ranković, Neli Kristina Todorović-Vasović +2
In this contribution, we summarize our recent studies of the phase structure of the Grosse-Wulkenhaar model and its connection to renormalizability. Its action contains a special t…
The Fuzzy Onion: A proposal
S. Kováčik, J. Tekel
It is generally believed that the space has a nontrivial structure which is apparent on the order of the Planck length. There is a class of models of three-dimensional quantum spac…