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Mathematics

Master of Science (M.Sc.)
 

"The Mathematics Department in Siegen is a relatively small one. This is a major advantage for students: the doors to the offices are always open. It’s rarely necessary to make an appointment for an office hour. You can simply drop by to see the faculty or their staff whenever you have questions.

In addition, requests from students for new courses are frequently taken into consideration, so you can sometimes choose a course that falls outside the usual curriculum." (former student)

 

Seminar

Structure of the Master's Program in Mathematics

Module Overview - Schematic Diagram

 Module   SL PL LP Requirements for Admission to the PL Program P/WP Reference to module description
Elective-Compulsory Area (WP)
Mathematics 
(6 modules, 9 LP each)
  0 6 54 See modules WP FPO-M Appendix 3
Elective-Required Courses (WP) 
Applied Courses (AN) and Seminars 
(4–6 modules, 6–12 LP each)
  2–7 2–5 36 see modules WP FPO-M Appendix 3
AN-NT at least 21 LP       See Modules    
AN-WM at least 21 LP       See Modules    
AN-Philo 21 LP       See Modules    
Seminars at least 6 LP 2–3   6–9 See modules    
Master's Thesis, including Seminar   1 1 30 at least 120 LP P FPO-M Appendix 4

SL = Coursework, PL = Exam (graded; max. 3 attempts for required math courses (excluding the thesis))

LP = credit points, OM = orientation module (ungraded and may be repeated an unlimited number of times (up to and including the 4th semester!), P/WP = required module/required elective module

No retakes to improve grades; FPO = Departmental Examination Regulations; FPO-B = Departmental Examination Regulations for the Bachelor’s Program; FPO-M = Departmental Examination Regulations for the Master’s Program

Master Lectures

Winter Term 2026/27:

  • Algorithmic Game Theory
  • Probability Theory (prerequisite: Stochastics III)
  • Seminar: Proofs from THE BOOK
  • Optimal Control

Bachelor’s modules suitable for MSC students:

  • Stochastics II
  • Stochastics III
  • Functional Analysis
  • Vector Analysis (Part II)
  • Constructive Approximation
  • Algebra Seminar
  • Seminar on Proof Assistants

You're not studying math yet?

Then head over to the page for prospective students right away

Important Information

Registration Form

Template (Cover Page and Declaration of Originality) [available in .doc and .tex formats from the Registrar’s Office upon request via email]

  • The thesis should not exceed 60 pages.
  • The completion period is 6 months.
  • The title must match the title submitted with the registration.

Three (3) bound copies (no spiral or staple binding) of the thesis must be received by the Examinations Office by the deadline, and an electronic version must also be submitted. Please send this as a PDF file via email to pruefungsamt@mathematik.uni-siegen.de.

(If there is a restriction on public access, please contact the Registrar’s Office in advance).

The thesis must be available at the Office of Academic Affairs by the final submission date; this also applies to submissions sent by mail.

Examination Regulations (Unofficial Reading Version) FPO-M (December 11, 2023)

Current Amendment Regulations to the FPO-M (February 26, 2026)

 

Framework Examination Regulations (Unofficial Reading Version) RPO-M (June 12, 2025)

 

The reading versions are provided for ease of reference.

The legally binding, official regulations up through 2025 can be found here; those from 2026 onward can be found here.

AN-WM

AN-NT

AN-Philo ( German only)

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Mathematics Examinations Office

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Department of Mathematics

Mathematics Student Council

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The Mathematics and Physics Department

The Department Student Councils (FSRe) provide representation of interests at the department level—in our case, for the Bachelor’s and Master’s programs in Mathematics and Physics. We represent the interests and concerns of students in our department both internally (students, faculty council, dean’s office, faculty) and externally (the general public). So, when you come to the office, you can expect to see your fellow students there. 

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