学术报告

Recent Progress on DDVV-Type Inequalities

阅读次数:1265

题目:Recent Progress on DDVV-Type Inequalities
报告人:葛建全 (北京师范大学 数学科学学院)
地点:致远楼 103 室
时间:2018 年 06 月27 日 16:00-17:00
摘要:Recently, we generalize the known DDVV-type inequalities for real (skew-)symmetric and complex (skew-)Hermitian matrices into arbitrary real, complex and quaternionic matrices. Inspired by the Erd\H{o}s-Mordell inequality, we establish DDVV-type inequalities for matrices in the subspaces spanned by a Clifford system or a Clifford algebra. We also generalize the B\"{o}ttcher-Wenzel inequality to quaternionic matrices.
 In this talk, we will briefly introduce the background, the new progress above, and some open questions. 

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