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000000524845
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20181106183201
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180719s2015 us a b 001 0 engc
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020
▼a 9783319134666
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020
▼a 3319134663
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020
▼a 0387215549 (electronic bk.)
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020
▼a 9780387215549 (electronic bk.)
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020
▼a 3319134671
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020
▼a 9783319134673
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040
▼a 211047
▼c 211047
▼d 211047 -
082
▼a 512
▼2 23 -
100
▼a Hall, Brian C.
-
245
▼a Lie groups, Lie algebras, and representations:
▼b an elementary introduction/
▼d Brian Hall. -
250
▼a 2nd ed.
-
260
▼a Cham ;
▼a New York:
▼b Springer,
▼c 2015. -
300
▼a xiii, 449 p.:
▼b ill.;
▼c 25 cm. -
490
▼a Graduate texts in mathematics;
▼v 222 -
504
▼a Includes bibliographical references (p. 443-444) and index.
-
505
▼a Part I: General theory -- Martix Lie groups -- The matrix exponential -- Lie algebras -- Basic representation theory -- The Baker-Campbell-Hausdorff formula and its consequences -- Part II: Semisimple Lie algebras -- The represantations of sl(3;C) -- Semisimple Lie algebras -- Root systems -- Representations of semisimple Lie algebras -- Further properties of the representations -- Part III: Compact Lie groups -- Compact Lie groups and maximal tori -- The compact group approach to representation theory -- Fundamental groups of compact Lie groups -- A: Linear algebra review -- B: Differential forms -- C: Clebsch-Gordan theory and the Wigner-Eckart theorem -- D: Completeness of characters.
-
650
▼a Lie groups.
-
650
▼a Lie algebras.
-
650
▼a Representations of Lie groups.
-
650
▼a Representations of Lie algebras.
-
830
▼a Graduate texts in mathematics;
▼v 222. -
990
▼a 김자옥
-
991
▼a 단행본
-
090
▼a 512.55
▼b H14L2
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Detailed Information
Lie groups, Lie algebras, and representations : an elementary introduction / 2nd ed
QR Code| Data Type : | 단행본 |
|---|---|
| ISBN : | 9783319134666 |
| ISBN : | 3319134663 |
| ISBN : | 0387215549 (electronic bk.) |
| ISBN : | 9780387215549 (electronic bk.) |
| ISBN : | 3319134671 |
| ISBN : | 9783319134673 |
| Personal Author : | Hall, Brian C. |
| Title/Author : | Lie groups, Lie algebras, and representations: an elementary introduction/ Brian Hall. |
| Edition : | 2nd ed. |
| Imprint : | Cham ; New York: Springer, 2015. |
| Format : | xiii, 449 p.: ill.; 25 cm. |
| Total Title Note : | Graduate texts in mathematics; 222 |
| Note : | Includes bibliographical references (p. 443-444) and index. |
| Content Note : | Part I: General theory -- Martix Lie groups -- The matrix exponential -- Lie algebras -- Basic representation theory -- The Baker-Campbell-Hausdorff formula and its consequences -- Part II: Semisimple Lie algebras -- The represantations of sl(3;C) -- Semisimple Lie algebras -- Root systems -- Representations of semisimple Lie algebras -- Further properties of the representations -- Part III: Compact Lie groups -- Compact Lie groups and maximal tori -- The compact group approach to representation theory -- Fundamental groups of compact Lie groups -- A: Linear algebra review -- B: Differential forms -- C: Clebsch-Gordan theory and the Wigner-Eckart theorem -- D: Completeness of characters. |
| General Subject Name : | Lie groups. -- |
| General Subject Name : | Lie algebras. -- |
| General Subject Name : | Representations of Lie groups. -- |
| General Subject Name : | Representations of Lie algebras. -- |
| Class No. : | 512.55 |
| Language | English |
예약
- 1. 예약현황은 홈페이지 로그인 후 예약 페이지에 확인 가능합니다.
- 2. 도착 통보된 예약자료 대출을 원하지 않는 경우에는 예약 현황에서 취소할 수 있습니다.
- 3. 기타 문의사항은 도서관에 문의 바랍니다.
무인예약대출
- 1. 무인예약대출 현황은 홈페이지 로그인 후 무인예약대출 페이지에 확인 가능합니다.
- 2. 무인예약대출자료 대출을 원하지 않는 경우에는 무인예약대출 페이지에서 신청 또는 접수상태인 경우만 취소할 수 있습니다.
- 3. 희망대출일은 신청일로부터 최대 1주일 까지 가능합니다.
- 4. 희망대출일을 선택하지 않은 경우 대출대기 통보 후 1주일까지 기기에서 대출가능합니다.
- 5. 기타 문의사항은 도서관에 문의 바랍니다.
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