Rank of Finite Rudin Type Backward Shift Invariant Subspaces Over the Bidisk

Izuchi Kei Ji; Izuchi Kou Hei; Izuchi Yuko

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Rank of Finite Rudin Type Backward Shift Invariant Subspaces Over the Bidisk

机译：双盘上有限Rudin型向后移位不变子空间的秩

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摘要

The paper studies the rank of finite Rudin type backward shift invariant subspaces over the bidisk.

机译：本文研究了双盘上有限Rudin型后移不变子空间的秩。

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来源
《Complex analysis and operator theory》 |2017年第3期|675-705|共31页
作者
Izuchi Kei Ji; Izuchi Kou Hei; Izuchi Yuko;
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作者单位

Niigata Univ, Dept Math, Niigata 9502181, Japan;

Yamaguchi Univ, Dept Math, Fac Educ, Yamaguchi 7538511, Japan;

Aoyama Shinmachi 18-6-301,Nishi Ku, Niigata, Japan;

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原文格式 PDF
正文语种英语
中图分类数学;
关键词
Hardy space over the bidisk; Rank of backward shift invariant subspace; Sequence of inner functions;

机译：双盘上的耐寒空间;后移不变子空间的秩;内部功能的顺序;

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3. Cyclic Vectors and Invariant Subspaces of the Backward Shift Operator in Schwartz Modules [J] . Ivanova O. A., Melikhov S. N. Functional analysis and its applications . 2022,第3期

机译：Cyclic Vectors and Invariant Subspaces of the Backward Shift Operator in Schwartz Modules
4. Copy-Move Forgery Detection Using Shift-Invariant SWT and Block Division Mean Features [C] . Ankit Kumar Jaiswal, Rajeev Srivastava International conference on emerging trends in communication, computing, and electronics . 2019

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5. On a Characterization of Finite Groups of p-Rank 1 (代数的位相幾何学) [O] . NISHIDA GORO 1977

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6. Frames and Stable Bases for Shift-Invariant Subspaces of L2(Rd) [R] . Ron, A., Shen, Z. 1995

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Rank of Finite Rudin Type Backward Shift Invariant Subspaces Over the Bidisk

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