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彭桓武科教合作中心量子论坛第四百二十七讲:Relativity in statistical mechanics and black holes

发布人:日期:2025-09-22浏览数:

报告题目:Relativity in statistical mechanics and black holes

报  告 人:Prof.Jinwu Ye, Great Bay University

研究方向:Condensed matter, quantum optics, cold atoms,non-relativistic quantum field theory and conformal field theory.

报告时间:2025年9月29日(星期一)下午16:00

报告地点:量子楼410报告厅

报告摘要:

Albert Einstein made pioneering contributions to the special theory of relativity, the statistical mechanics, the quantum mechanicsand the general theory of relativity.Near to the end of his life, Einstein has two goals to achieve: incorporating the special theory of relativity into the statistical mechanics and applying the quantum mechanics to the general theory of relativity.Despite the second goal called the quantum gravity remains elusive, here we will show how we achieved the first goal.By extending the real time into to a complex time, we develop a Lorentz non-invariant approach which not only incorporates the previously known Kampen-Israel Lorentz co-variant formalism into a special case, but also fix its vital problem in generic cases.We apply our approach to study the non-relativistic superfluid systems in the condensed matter physics, ultra-relativistic quark gluon plasma phase in the particle physics and black holes in the AdS geometry. Experimental detections in these different systems are also outlined.

报告人简介:

Prof. Ye received Ph.D from Yale University.After spending many years in doing research, teaching and services in leading research universities in US and China,He joined the faculty as a chair professor in physics at the newly found Great Bay university in Dongguan, Guangdong, China in July 2023.He is a condensed matter theorist working on the interdisciplinary field of condensed matter, quantum optics, cold atoms,non-relativistic quantum field theory and conformal field theory.Recently, he has been particularly interested to explore possible deep connections among quantum/topological phases, Sachdev-Ye-Kitaev models and quantum black holes from material's point of views.