A course on topological groups [electronic resource] / K. Chandrasekharan.
Chandrasekharan, K.| Call Number | 512.55 |
| Author | Chandrasekharan, K. |
| Title | A course on topological groups K. Chandrasekharan. |
| Edition | 1st ed. |
| Physical Description | 1 online resource (130 pages) |
| Series | Texts and Readings in Mathematics ; 9 |
| Contents | A course on topological groups -- Contents -- Author's Note -- I. Topological Preliminaries -- II. The Haar Measure on a Locally Compact Group -- III. Hilbert Spaces and the Spectral Theorem -- IV. Compact Groups and Their Representations -- Index. |
| Summary | This book contains the author's notes for a course that he taught at ETH, Zürich. The aim is to lead the reader to a proof of the Peter-Weyl theorem, the basic theorem in the representation theory of compact topological groups. The topological, analytical, and algebraic groundwork needed for the proof is provided as part of the course. |
| Subject | MATHEMATICS / General. Electronic books. |
| Multimedia |
Total Ratings:
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$a A course on topological groups -- Contents -- Author's Note -- I. Topological Preliminaries -- II. The Haar Measure on a Locally Compact Group -- III. Hilbert Spaces and the Spectral Theorem -- IV. Compact Groups and Their Representations -- Index.
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$a This book contains the author's notes for a course that he taught at ETH, Zürich. The aim is to lead the reader to a proof of the Peter-Weyl theorem, the basic theorem in the representation theory of compact topological groups. The topological, analytical, and algebraic groundwork needed for the proof is provided as part of the course.
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| Summary | This book contains the author's notes for a course that he taught at ETH, Zürich. The aim is to lead the reader to a proof of the Peter-Weyl theorem, the basic theorem in the representation theory of compact topological groups. The topological, analytical, and algebraic groundwork needed for the proof is provided as part of the course. |
| Contents | A course on topological groups -- Contents -- Author's Note -- I. Topological Preliminaries -- II. The Haar Measure on a Locally Compact Group -- III. Hilbert Spaces and the Spectral Theorem -- IV. Compact Groups and Their Representations -- Index. |
| Subject | MATHEMATICS / General. Electronic books. |
| Multimedia |