Controlled remote implementation of operations via graph states
主 讲 人 :陈霖 副教授
活动时间:05月24日09时00分
地 点 :理科群1号楼D202会议室 腾讯会议ID:769 295 636
讲座内容:
We propose protocols for controlled remote implementation of operations with convincing control power. Sharing a (2N +1)-partite graph state, 2N participants collaborate to prepare the state and realize the operation ⊗^N_{j=1} exp [i αj σnOj ] on N unknown states for distributed systems Oj , with the permission of a controller. All the implementation requirements of our protocol can be satisfied by means of local operations and classical communications, and the experimental feasibility is presented according to current techniques. We characterize the entanglement requirement of our protocol in terms of geometric measure of entanglement. It turns out to be economic to realize the control function from the perspective of entanglement cost. Further we show that the control power of our protocol is reliable by positive operator valued measurement.
主讲人介绍:
陈霖于2008年获得浙江大学理论物理博士,先后在新加坡国立大学,加拿大滑铁卢大学,和北航数学学院等单位工作。研究方向是量子信息理论,课题包括不可扩展基,纠缠理论,量子态区分,无偏基和张量秩等。在CMP,IEEETIT,PRL,Quantum等期刊发表论文多篇,主持国家自然科学基金面上项目等,担任Frontiers in Quantum Science and Technology的审稿编辑等职位,一篇论文评为英国物理协会2017年度高光,2023年发表于IEEETIT的工作解决了2014年Winter和Linden等人提出的关于矩阵秩的猜想。
http://math.buaa.edu.cn/szdw/axbck/tjyycx/cl.htm
http://www.researchgate.net/profile/Lin-Chen-92