Symmetries, Groups and Extended Gauge Theories (SS-2018)

Lecture notes can be downloaded here (pdf)


LECTURES:

Place: 30.22 Physik-Horsaal Nr. 3 (Kl. HS A)

Time: TUE 09:45-11:15 h and WED 14:00-15:30 h.

Start: TUE 17.4. 2018.

Lecturer: Prof. Dr. Ulrich Nierste


EXERCISES:

Place: Building 30.23, classroom 11/12 (11th floor)

Time: MON 17:30 - 19:00 h

Start: MON 23. 4. 2018

Assistant: Dr. Ivan Nisandzic


GENERAL INFORMATION:

Study rank: Master physics or graduate school KSETA.

ECTS-points: 12 for lectures and exercises.

Certificate of achievement: Presentations of the solutions to the exercise problems.

Recommended for: Students with prerequisite knowledge of Quantum mechanics I.


RECOMMENDED LITERATURE:

[1] Howard Georgi. Lie algebras in particle physics : from isospin to unied theories.

Frontiers in physics ; 54. Reading, Mass. [u.a.]: Benjamin/Cummings, 1982. isbn:

0-8053-3153-0.


[2] Robert Gilmore. Lie groups, Lie algebras and some of their applications. A Wiley-Interscience publication. New York [u.a.]: Wiley, 1974. isbn: 0-471-30179-5


[3] Morton Hamermesh. Group theory and its application to physical problems. 1. publ. Dover books on physics. Reprint of 2nd corr. print. : Add.-Wesley, 1964. - Bibliography: p 499. Includes index. New York, NY: Dover, 1989. isbn: 0-486-66181-4.


[4] Harry J. Lipkin. Lie groups for pedestrians. Amsterdam: North-Holland, 1965.


[5] Robert D. Richtmyer. Principles of advanced mathematical physics. Berlin [u.a.]


[6] O. L. Sattinger, David Harvey ; Weaver. Lie groups and algebras with applications to physics, geometry, and mechanics. Corr. 2. print. Applied mathematical sciences; 61. New York: Springer, 1993. isbn: 0-387-96240-9 ; 3-540-96240-9.


[7] Helmuth K. Sexl Roman ; Urbantke. Relativitat, Gruppen, Teilchen : spezielle Relativitatstheorie als Grundlage der Feld- und Teilchenphysik. Literaturverz. S. 282 - 288. Wien [u.a.]: Springer, 1976. isbn: 3-211-81364-0 ; 0-387-81364-0.


[8] R. Slansky. Group Theory for Unified Model Building". In: Phys. Rept. 79 (1981), S. 1-128.


[9] Eugene Paul Wigner. Gruppentheorie und ihre Anwendung auf die Quantenmechanik der Atomspektren. Die Wissenschaft ; 85. Braunschweig: Vieweg, 1931.


[10] Brian Garner Wybourne. Classical groups for physicists. A Wiley-Interscience publication. Literaturverz. S. 387 - 405. New York [u.a.]: Wiley, c 1974. isbn: 0-471-96505-7.


[11] F. J. Yndurain. Elements of Group Theory". In: (2007). arXiv:0710.0468 [hep-ph].