Approximation properties, frames and general dilation theory-u赢电竞竞猜dota2

u赢电竞竞猜dota2-dota2,LOL,CSGO电竞赛事及体育赛事竞猜

您的地位: 首页 >>  学术陈诉

Approximation properties, frames and general dilation theory

【字体:

陈诉人: 刘锐 传授

讲座日期:2019-12-06

讲座日期:15:30

陈诉所在:长安校区 数学与信息迷信学院学术交换厅

主理单元:数学与信息迷信学院

讲座人简介:

刘锐,南开大学数学迷信学院传授,博士生导师,掌管国度天然迷信基金面上项目,近期论文发布在Memoirs American Mathematical Society、Journal of Functional Analysis、Fundamenta Mathematicae等杂志。

讲座简介:

We introduce the frames for Banach and operator spaces, show the equivalence with the bounded approximation property and complemented embedding for operator spaces, and give the duality theorems for frames and associated basis in reflexive spaces. We give a concrete example for reduced free group C*-algebra. Motivated by the connection between the analysis of dual pairs of frames (both the discrete and the continuous theory) and general dilation theory of operator-valued measures on Banach spaces, we give the corresponding fundamental dilation theorems for various operator-valued systems, such as, imprimitivity with a projective isometric group action, OVMs with bounded p-variation. Furthermore, we obtain (Jordan) dilation theorem from commutative vN algebras to non-commutative quantum case.

 

版权一切 © u赢电竞竞猜dota2 
Baidu
sogou