报告主题: Applications of tensor computations in quantum information
报 告 人: 张国锋
报告时间:2024年2月29日(星期四)上午10:00- 11:00
报告地点:37号楼3A02报告厅
邀 请 人: 郑驻军 教授
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数学学院
2024年 2月26日
报告摘要:
A multi-partite pure quantum state corresponding to a tensor; in particular, a separable pure quantum state corresponds to a tensor of the outer product of vectors. Based on this correspondence, we show how to apply tensor computation methods to the study of quantum entanglement. In this talk, we focus on one particular measure of quantum entanglement: the geometric measure of entanglement (GME). Simply speaking, the GME of a quantum state is its distance from the set of separable states. We introduce Z eigenvalues, U eigenvalues and US eigenvalues of tensors and use them to compute GME.