来源:物理与电子科学学院

王安忠:凸体Minkovskii和的极值问题及其应用

来源:院系讲座荟萃发布时间:2012-12-06浏览次数:165

讲座题目:物理学系列学术报告:凸体Minkovskii和的极值问题及其应用

主讲人:王安忠 教授

主持人:薛迅 教授

开始时间:2012-12-06 13:00

讲座地址:闵行校区数学馆201报告厅

主办单位:物理系和科技处

报告人简介:

Anzhong Wang教授简历:

教授(Professor),2006.8 –  现在,美国贝勒大学物理系 (Baylor  University)

客座教授(Professor),2004.8 –  现在,浙江工业大学理学院

教授(Professor, 2001.1–2003.8,  巴西里约热内卢州立大学物理系(State U. of Rio de Janeiro).

副教授(Associate  Prof.),1996.7-2000.12,巴西里约热内卢州立大学物理系(State  U. of Rio de Janeiro

副教授(Associate  Prof.),1994.1-1996.7,巴西里约热内卢国立天文台(Brazilian  National Observatory

助理教授(Assistant  Porf.,1992.6-1993.12,  巴西圣保罗Campinas州立大学应用数学系(Sao  Paulo State University at Campinas)

博士后(Postdoctoral Fellow), 1991.2-1992.6,  希腊CreteIoannina大学物理系  (Universities of Crete and Ioannina)

报告简介:

I shall give a brief introduction to the theory of quantum gravity at  Lifshitz fixed points, proposed recently (2009) by Petro Horava,  the so-called Horava-Lifshitz theory of quantum gravity. Then, Istate clearly  its major challenges in its original carnation, and show how they might be  resolved in two different approaches with an enlargedlocal U(1) symmetry, one  iswith the projectability condition,and the other iswithout. The inclusion of an  U(1) symmetry makes the theory have the same degree of freedom as that of  general relativity, i.e., only massless spin-2 gravitons exist. Finally, I shall  present some concluding remarks (if there is any),and point out some future  work.