MARC 닫기

• LDR

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• 001

  000000524845

• 005

  20181106183201

• 008

  180719s2015 us a b 001 0 engc

• 020

  ▼a  9783319134666

• 020

  ▼a  3319134663

• 020

  ▼a  0387215549 (electronic bk.)

• 020

  ▼a  9780387215549 (electronic bk.)

• 020

  ▼a  3319134671

• 020

  ▼a  9783319134673

• 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