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Report by Professor Wu Congjun
Date:2021-11-17   View:


Report Title: Space-time group and dynamic crystal


Time: November 12, 2021, 14:00--15:00


Venue: 301 Conference Room, Practice Building


Speaker: Prof. Conjun Wu



Abstraction:A solid state textbook typically starts with crystals – static periodical structures in space. We provide a symmetry framework dubbed “dynamic cystal” for studying a variety of dynamic systems (e.g. laser-driven solid state lattices, dynamic photonic crystals and optical lattices, etc). Dynamic crystal covers both crystal and the Floquet system as its special cases, and further extends to systems with neither spatial nor temporal periodicities but exhibiting intertwined space-time symmetries. Similar to classifying crystals by using space groups, we constructed a new mathematic group structure “space-time group”, a dynamic counterpart of space group, to classify space-time crystal. It contains new symmetry operations of “time-screw rotation” and “time-glide reflection”, which are dynamic generalizations of nonsymmorphic symmetries of space group. Classifications on the 1+1 D and 2+1D dynamic crystals (groups) are completed, for which we have found 13 and 275 space-time groups, respectively.


CV:Congjun Wu received his Ph.D. in physics from Stanford University in 2005, and did his postdoctoral research at the Kavli Institute for Theoretical Physics, University of California, Santa Barbara, from 2005 to 2007. He became an Assistant Professor in the Department of Physics at the University of California, San Diego (UCSD) in 2007, an Associate Professor of Physics at UCSD in 2011, and a Professor of Physics at UCSD in 2017. In 2021, he became a Chair Professor at School of Science, Westlake University, Hangzhou. He was elected to be a Fellow of American Physical Society in 2018. His research interests are exploring new states of matter and reveling their organizing principles, including quantum magnetism, superconductivity, topological states, mathematical physics, and the numerical method of quantum Monte Carlo simulations.







 
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