Well-behaved unbounded operator representations and unbounded $C^*$-seminorms
Well-behaved unbounded operator representations and unbounded $C^*$-seminorms
复制标题
行为良好的无界运算符表示和无界 $C^*$-seminorms
DOI：
10.2969/jmsj/1191418638
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发表时间：
2004
影响因子：
0.7
通讯作者：
K. Kürsten
中科院分区：
文献类型：
--
作者：
S. J. Bhatt;A. Inoue;K. Kürsten
第一个目的是通过无界的\(C'\)-半范数来刻画局部凸\(*\)-代数的良好行为的\(C^*\)表示的存在性。第二个目的是定义谱\(*\)-表示的概念，并通过无界的\(C^{**}\)-半范数来刻画谱良好行为的\(*\)-表示的存在性。
The first purpose is to characterize the existence of well-behaved C * representations of locally convex * -algebras by unbounded C'-seminorms. The second is to define the notion of spectra *-representations and to characterize the existence of spectral well-behaved *-representations by unbounded C * - -seminorms.