Speaker
Daiki Suenaga
(RIKEN Nishina Center)
Description
Thanks to the recent development of lattice simulation techniques, numerical simulations on an anisotropic system, where the temporal and z directions are compactified while the remaining x and y directions are left infinitely large, have become possible. Such system is understood as an extension of finite-temperature one where only the temporal direction is compactified; namely, the anisotropic system can be regarded as a novel extreme condition of QCD. In this talk, I investigate the phase structures of pure Yang-Mills theory by means of an effective model of Polyakov loops on the anisotropic system, and demonstrate the usefulness of focusing on the novel system comparing to the recent lattice results.
Primary authors
Daiki Suenaga
(RIKEN Nishina Center)
Masakiyo Kitazawa
(Osaka University)
