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Projective spectrum in Banach algebra

发布时间:2016年06月14日 08:46 浏览量:

 

 

 

海天学者系列报告

 

报告人:Rongwei Yang (杨容伟)

 

    报告题目Projective spectrum in Banach algebra

 

     报告摘要This topic introduces some important notions of joint spectrum for a tuple of elements in a Banach algebra. It starts with elementaries and gradually develops into a survey of current frontiers of research. The topic is friendly to analysis, geometry and topology students and researchers. Topics include:

 

1.  de Rham cohomology.

 

2.  Koszul complex.

 

3.  Taylor spectrum.

 

4.  Multilinear functionals.

 

5.  Projective spectrum.

 

6.  Group C*-algebra.

 

7.  Infinite dihedral group.

 

8.  Koopman representation.

 

9.  Hermitian metric.

 

报告人简介Rongwei Yang is a Professor of Mathematics at State University of New York at Albany, USA. His research interests include: multi-variable operator theory, several vomplex variables, Hermitian bundles, Kahler geometry on Stein domains, Chern-Weil homomorphism, cyclic cohomology.

 

 

  报告时间和地点:

 

   2016614日上午 10:00-11:00  研教楼 104

 

 

 

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