II. Compulsory Modules

P 1 Linear Algebra for Physicists

P 2 Analysis for Physicists I

P 3 Introduction to Physics II

• 260016 VO Introduction to Physics II
• 260071 PR [ de en ] Experimental methods for Introduction to Physics II
• 260127 UE Sample calculation in Introductory Physics II

P 4 Informatics for Physicists

• 260022 UE Informatics - Introduction to numerical programming in Fortran 90 - practical sessions
• 260207 VO Informatics - Introduction to numerical programming in Fortran 90

P 5 Mathematical Methods of Physics I

• 260007 VO Mathematical Methods of Physics I
• 260017 UE [ de en ] Mathematical Methods of Physics I - Exercises

P 6 Analysis for Physicists II

• 260096 VO Analysis for Physicists II
• 260110 UE Problem session to Analysis for Physicists II

P 7 Introduction to Physics III

P 8 Laboratory I

P 9 Theoretical Physics I: Classical Mechanics

P 10 Mathematical Methods of Physics II

P 11 Introduction to Physics IV

• 260277 UE [ en ] Exercise course in Introductory Physics IV
• 260278 VO Introduction to Physics IV

P 12 Physics Laboratory II

• 260259 PR Physics Laboratory II

P 13 Theoretical Physics II: Quantum Mechanics I

• 260244 UE [ en ] Theoretical Physics II: Quantum Mechanics I - Exercises
• 260267 VO Theoretical Physics II: Quantum Mechanics I

P 14 Scientific Computing

• 260003 UE [ de en ] Exercises for Scientific Computing
• 260018 VO Scientific Computing

P 15 Soft Skills

• 260038 VO How to analyse and document experimental data - The handling of uncertainties in measurement from planning the experiment up to publicating analysed data
• 260047 SE [ en ] Women in Physics at an International Level
• 260052 SE Competence in Conflicts
• 260075 SE From phnomenon to the scientific perspective - Science teaching in the sense of Martin Wagenschein
• 260125 SE Supplementary Seminar STEP II
• 260279 SE Scientific publishing and presentation