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卫健学术沙龙:人口层面的生命伦理学——对公众健康三十五年的贡献
Electrocatalysis for Energy Conversion and Storage
Pushing the boundary?of chemical syntheses of glycans and glycoconjugates
“清美”沙龙 :记忆冲撞
报告题目:
Fracton order: from quantum hard drive to foliated manifold
 报告人:
Xie Chen
Associate Professor of Theoretical Physics,California Institute of Technology
报告时间:
2019-06-20 16:00
报告地点:
理科楼郑裕彤讲堂
主办单位:
物理系
  简介:

One major open problem in quantum information theory is how to build a quantum hard drive, i.e. a quantum mechanical system that can store quantum information reliably for a very long time without active error correction. No completely satisfying solution to this problem has been found, but in the search for possibilities a whole new class of quantum many-body models have been discovered with exotic properties that have never been seen before. This new class of models, dubbed the “fracton” models, host point excitations that cannot move freely, have robust ground state degeneracy that increases with system size, and have unusually slow thermalization dynamics even in the absence of any disorder. In this talk, I will introduce some of the most important fracton models and present a systematic framework for characterizing their universal properties. By realizing that the model properties depend on the foliation structure of the underlying manifold, we are able to reveal the hidden equivalence relation between many seemingly different models and identify the direction of search for new nontrivial features.


Bio: 

Xie Chen is an Associate Professor of Theoretical Physics at the California Institute of Technology. Dr. Chen obtained her Ph.D. degree from MIT in 2012 and was a Miller research fellow at the University of California, Berkeley for two years before joining Caltech in 2014. Dr. Chen was the recipient of NSF Faculty Early Career Award and the Sloan Research Fellowship Award.

 

Dr. Chen is a condensed matter theorist. She is interested in studying quantum mechanical systems with a large number of degrees of freedom and how the constituent degrees of freedom cooperate with each other to realize amazing emergent phenomena, both at equilibrium and in dynamical processes.


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