Matrix at strong coupling
arXiv:hep-th/0508056 · doi:10.1016/j.physletb.2005.10.092
Abstract
We describe the strong coupling limit (g->infty) for the Yang--Mills type matrix models. In this limit the dynamics of the model is reduced to one of the diagonal components which is characterized by a linearly confining potential. We also shortly discuss the case of the pure Yang--Mills model in more than one dimension.
15 pages, text improved, misprints corrected, a comment and new references added
References in corpus (6)
- Electrodynamics On Matrix Space: Non-Abelian By Coordinates
- On Relevance Of Matrix Coordinates For The Inside Of Baryons
- On The Interaction Of D0-Brane Bound States And RR Photons
- Some Notes Concerning the Dynamics of Noncommutative Lumps Corresponding to Nontrivial Vacua in Noncommutative Yang--Mills Models which are perturbative branches of M(atrix) Theory
- Strings In Baryons And Matrix Coordinates
- Interacting noncommutative solitons (vacua)