北京雁栖湖应用数学研究院 北京雁栖湖应用数学研究院

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关于我们
院长致辞
理事会
协作机构
参观来访
人员
管理层
科研人员
博士后
来访学者
行政团队
学术研究
研究团队
公开课
讨论班
招生招聘
教研人员
博士后
学生
会议
学术会议
工作坊
论坛
学院生活
住宿
交通
配套设施
周边旅游
新闻
新闻动态
通知公告
资料下载
清华大学 "求真书院"
清华大学丘成桐数学科学中心
清华三亚国际数学论坛
上海数学与交叉学科研究院
BIMSA > YMSC-BIMSA量子信息讨论班 Surviving as a quantum computer in a noisy world
Surviving as a quantum computer in a noisy world
组织者
程嵩 , 丁大威 , 刘锦鹏 , 刘正伟 , 刘子文
演讲者
Yihui Quek
时间
2024年12月27日 16:00 至 17:30
地点
Shuangqing-B627
线上
Zoom 230 432 7880 (BIMSA)
摘要
Can we compute on small quantum processors? In this talk, I explore the extent to which noise presents a barrier to this goal by quickly drowning out the information in a quantum computation. Noise is a tough adversary: we show that a large class of error mitigation algorithms -- proposals to "undo" the effects of quantum noise through mostly classical post-processing - can never scale up. Then we'll journey into the wild west of non-unital noise, a theoretically understudied class of noise (including damping and photon loss) that predominates on certain physical platforms, and study the task of estimating expectation values in its presence. Having presented some no-go theorems about inference in the presence of noise, I'll attempt to make lemons out of lemonade by turning to cryptography, where I will propose a new hardness conjecture, based on the task of decoding random stabilizer codes.

Brief bio: Yihui Quek is a postdoctoral fellow at MIT, working with Peter Shor and Aram Harrow, and in August 2025, she will start as an Assistant Professor at EPFL in Switzerland. In the last three years, she has also been a visitor at the Simons Institute for the Theory of Computing,a Harvard Quantum Initiative research fellow at Harvard University and a Alexander von Humboldt fellow at the Free University of Berlin. She is driven by the question: "What can theoretical computer science teach us about physics in the age of supercomputers?" To the question of whether she is a physicist or a computer scientist, no computationally bounded algorithm can have a significant advantage over random guessing.
北京雁栖湖应用数学研究院
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