1212.3472 (Michael Warschawski)

Wilson Loops of Klebanov-Strassler like Wrapped Brane Models    [PDF]

Michael Warschawski

We describe the behaviour of the Wilson loops for a novel class of solutions developed in arXiv:1112.3350. Phase transitions could be found for all source profiles discussed. This study has yielded a previously unknown peculiarity not yet seen, where a solution with $h_1 \approx h_{1c}$ a profile for which $\lim_{\r\to\infty}S(\r)=1$ can develop a phase transition like behaviour. Furthermore, the possibility to create systems with several phase transition has been discussed in detail with positive results.

View original: http://arxiv.org/abs/1212.3472