《THEORY OF LINEAR OPERATORS IN HILBERT SPACE》求取 ⇩
| 作者 | N.I.AKHIEZER AND I.M.GLAZMAN 编者 |
|---|---|
| 出版 | FREDERICK UNGAR PUBLISHING CO |
| 参考页数 | 147 ✅ 真实服务 非骗流量 ❤️ |
| 出版时间 | 没有确切时间的资料 |
| ISBN号 | 无 — 违规投诉 / 求助条款 |
| PDF编号 | 811594138（学习资料 勿作它用） |
| 求助格式 | 扫描PDF（若分多册发行，每次仅能受理1册） |
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高度相关资料
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- Theory of linear operators in Hilbert space Volume I
- 1981 Pitman Pub.
-
- Multiparameter spectral theory in Hilbert space
- 1978 Pitman
-
- Perturbation theory for linear operators
- 1966 Springer Berlin Heidelberg
-
- Linear operators in Hilbert spaces
- 1980 Springer-Verlag
-
- Unitary dilations of Hilbert space operators and related topics
- 1974 Published for the Conference Board of the Mathematical Sciences by the American Mathematical Society
-
- Linear systems and operators in Hilbert space
- 1981 McGraw-Hill International Book Co.
-
- Hankel operators on Hilbert space
- 1982 Pitman Pub.
-
- Spectral Theory of Operators in Hilbert Space
- 1973 Springer New York
-
- SYSTEM THEORY A HILBERT SPACE APPROACH
- 1982 ACADEMIC PRESS
-
- UNBOUNDED LINEAR OPERATORS THEORY AND APPLICATIONS
- 1966 MCGRAW-HILL
-
- LINEAR OPERATORS IN HILBERT SPACES
- 1982 SPRINGER-VERLAG
-
- Robust control theory in Hilbert space
- 1998 Springer
-
- THEORY OF LINEAR OPERATORS IN HILBERT SPACE VOLUME I
- 1961 FREDERICK UNGAR PUBLISHING CO.
-
- Theory of linear operators in Hilbert space Volume II
- 1981 Pitman Pub.
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