Abstract：It has long been appreciated that exactly solved mathematical models describing the statistical mechanics of interacting particles have played a key role in the developments of formerly unrelated areas of mathematics and theoretical physics, such as the study of quantum groups, combinatorics, conformal field theory, atomic physics and condensed matter physics. However, over the past two decades striking experimental achievements in trapping and cooling atoms in one-dimensional (1D) optical waveguides have provided remarkable realisations of exactly solved models in the lab. In this talk, I will describe some of these fundamental integrable models (Lieb-Liniger model, Heisenberg spin chain, Yang-Gaudin model) and their relevance to recent and future experiments on quantum magnetism, quantum liquids, quantum correlations and quantum criticality in 1D.
Speaker's Brief Introduction:1998年吉林大学博士毕业后到2002年期间在德国和巴西从事博士后研究。2003-2012期间在澳大利亚国立大学物理与工程研究院任研究员、高级研究员，2012年10月以优秀海外人才被引进中科院武汉物理与数学研究所，2014年10月提升为二级研究员。美国哈佛大学、洛斯阿拉莫斯国家实验室等世界一流研究机构的高级访问学者, 清华大学高等研究院客座教授,香港中文大学杨振宁访问学人。中国自然基金重点项目及科技部重点专项的首席，也是《Journal of Physics A》的Advisory Panel成员。
管习文长期从事冷原子少体和多体物理系统和自旋系统的严格解研究，取得了一系列在国际上颇具影响力的研究成果。至今发表110余篇SCI论文，包括世界顶尖期刊《Review of Modern Physics》、《Advance in Physics》、《Nature Communications》、《Physical Review Letters》等。