Einführung in die Theoretische Teilchenphysik

Prof. Dr. Kirill Melnikov

Dr. Christian Broennum-Hansen

Dr. Matthieu Jaquier

Institut für Theoretische Teilchenphysik (TTP)
Campus Süd, Geb. 30.23
Wolfgang-Gaede-Strasse 1
76131 Karlsruhe
E-Mail: vorname.nachname@kit.edu

Topics

Literature

Organisation

Lecture

Note that the Wednesday lecture takes place only every second week.

Tutorials

There are no tutorials in the first semester week.

Registration to tutorials

Write an email to Dr. M. Jaquier before 21.10.2019

Distribution of students across the tutorials: Participant list

Passing thresholds

The course exists in two versions, V3U2 with 10 ECTS points and V3U1 with 8 ECTS points, respectively. In order to obtain the respective points, one has to achieve a certain percentage of all possible points in the exercises:

Certificates

Certificates for this course can be obtained from office 11/08 from Monday 10th February.

Lectures

Date Lecture Topic
Mo. 14.10 Lecture 1 Path integral in Quantum Mechanics
Mi. 16.10 Lecture 1 Path integral in Quantum Mechanics
Mo. 21.10 Lecture 2 With the path integral to field theory
Mo. 28.10 Lecture 3 Canonical quantization, particles
Mi. 30.10 Lecture 3 Canonical quantization, particles
Mo. 04.11 Lecture 4 The Casimir force
Mo. 11.11 Lecture 5 Symmetries
Mi. 13.11 Lecture 6 Gauge invariance: the abelian case and the electromagnetic field
Mi. 20.11 Lecture 7 Gauge invariance: the non-abelian case
Mo. 25.11 Lecture 8 Spontaneous symmetry breaking, Goldstone effect
Mi. 27.11 Lecture 9 Higgs mechanism and mass generation
Mo. 02.12 Lecture 10 The Dirac Lagrangian
Mo. 09.12 Lecture 11 Spin-statistics connection
Mi. 11.12 Lecture 11 Spin-statistics connection
Mo. 16.12 Lecture 12 The Standard Model of particle physics
Mi. 18.12 Lecture 12 The Standard Model of particle physics
Mi. 08.01 Lecture 13 An “alternative” Standard Model
Mo. 13.01 Lecture 14 Green's functions
Mi. 15.01 Lecture 15 Green's functions and the path integral. Forces.
Mo. 20.01 Lecture 15 Green's functions and the path integral. Forces.
Mo. 27.01 Lecture 16 Green's functions and Feynman diagrams
Mi. 29.01 Lecture 16 Green's functions and Feynman diagrams
Mo. 03.02 Lecture 18

Exercise Sheets

Sheet Publication Hand-in Discussion in tutorials
Sheet 1 Mo. 14.10 Fr. 18.10 Di. 22.10 / Mi. 23.10
Sheet 2 Fr. 18.10 Fr. 25.10 Di. 29.10 / Mi. 30.10
Sheet 3 Fr. 25.10 Do. 31.10, 18:00 Di. 05.11 / Mi. 06.11
Sheet 4 Fr. 01.11 Fr. 08.11 Di. 12.11 / Mi. 13.11
Sheet 5 Fr. 08.11 Fr. 15.11 Di. 19.11 / Mi. 20.11
Sheet 6 Fr. 15.11 Fr. 22.11 Di. 26.11 / Mi. 27.11
Sheet 7 Fr. 22.11 Fr. 29.11 Di. 03.12 / Mi. 04.12
Sheet 8 Fr. 29.11 Fr. 06.12 Di. 10.12 / Mi. 11.12
Sheet 9 Fr. 06.11 Fr. 13.12 Di. 17.12 / Mi. 18.12
Sheet 10 Fr. 13.12 Fr. 20.12 Di. 07.01 / Mi. 08.01
Sheet 11 Fr. 20.12 Fr. 10.01 Di. 14.01 / Mi. 15.01
Sheet 12 Fr. 10.01 Fr. 17.01 Di. 21.01 / Mi. 22.01
Sheet 13 Fr. 17.01 Fr. 24.01 Di. 28.01 / Mi. 29.01
Sheet 14 Fr. 24.01 Fr. 31.01 Di. 04.02 / Mi. 05.02

Errata: