解析Sobolev型空間上的算子與算子代數(shù)
發(fā)布時間:2019-07-11 20:35
【摘要】:介紹Hardy-Sobolev空間和Fock空間及其算子與算子代數(shù)研究方面所做的工作,包括對這兩類空間上幾類特殊算子有界性、緊性、Fredholm性、指標理論、譜和本性譜、范數(shù)和本性范數(shù)、Schatten-p類的討論,以及由它們所生成的C~*-代數(shù)的研究.
[Abstract]:This paper introduces the research work of Hardy-Sobolev space and Fock space and their operators and operator algebra, including the discussion of several kinds of special operators on these two kinds of spaces, such as bounded, compactness, Fock property, index theory, spectrum and essential spectrum, norm and essential norm, Schatten-p class, and the C 鈮,
本文編號:2513466
[Abstract]:This paper introduces the research work of Hardy-Sobolev space and Fock space and their operators and operator algebra, including the discussion of several kinds of special operators on these two kinds of spaces, such as bounded, compactness, Fock property, index theory, spectrum and essential spectrum, norm and essential norm, Schatten-p class, and the C 鈮,
本文編號:2513466
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