Quantum Geometry, Residual Yield, and Information Flow of the Global Non-Hermitian Effect
发布日期:2026-09-21
作者:
编辑:内容维护管理员3
来源:兰州理论物理中心
报告人:邢海军 博士(东北师范大学)
题目:Quantum Geometry, Residual Yield, and Information Flow of the Global Non-Hermitian Effect
时间:2026年9月22日(周二)下午15:00
地点:理工楼1226
联系人:安钧鸿
报告摘要:
Conditional non-Hermitian dynamics encodes information not only in the normalized quantum state, but also in global norm and phase variations, which together constitute an otherwise hidden global non-Hermitian effect (GNHE).
In this talk, I will show how a reference-mode embedding reveals the operational information structure underlying GNHE, with quantum geometry and residual yield jointly determining the attainable precision under fixed total resources, and how information flow governs the evolution of this structure, revealing the interplay between geometric and residual-yield contributions.
This framework may open a new avenue for investigating conditional non-Hermitian dynamics and controlling fixed-resource precision through its underlying information structure.
个人简介:
邢海军,东北师范大学物理学院青年教师。2017年于中科院理论物理所获得博士学位,2017-2021年于中物院研究生院从事博士后研究工作,2022年加入东北师范大学物理学院/量子科学中心。 主要研究方向为量子几何方法与量子参数估计理论,基于BEC的量子精密测量方案设计,及量子开系统动力学刻画与控制等。目前已在 Physical Review Letters, Physical Review A等杂志发表学术论文17篇。
