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发表时间:2020-11-27 阅读次数:230次
报告题目: Notes on the l^p-toeplitz algebra on l^p(n)
报 告 人:Zhen Wang
报告人所在单位:Putian University
报告日期:2020-11-27 星期五
报告时间:09:00-09:50
报告地点:Tencent Room: 516 126 719
  
报告摘要:

Let p>1, the l^p Toeplitz algebra is a Banach algebra generated by unilateral shift and its reverse on l^p(N). This algebra contains the compact operators on l^p(N) as a closed two‐sided ideal. In this talk, we show that the quotient by this ideal is isometrically isomorphic to the reduced group l^p operator algebra of the integers. This answers a question of Phillips. As an application, we show that the K‐theory of the l^p Toeplitz algebra is independent of p.

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本年度学院报告总序号:297

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