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Bachelor of Mathematics

Bachelor of Mathematics

Technical University of Munich

Duration

3 years

Intake

Summer, Winter.

Degree

Bachelor

Program Overview

The Bachelor of Science (B.Sc) in Mathematics at the Technical University of Munich (TUM) offers a comprehensive and rigorous education in both pure and applied mathematics. Designed to develop strong analytical and problem-solving skills, the program covers fundamental subjects such as analysis, linear algebra, discrete mathematics, numerical analysis, probability theory, and statistics. Over the course of six semesters, students develop a deep understanding of mathematical structures and their real-world applications.

The curriculum combines theoretical coursework with practical components, including programming, seminars, and a mandatory professional internship. Students also choose a minor subject from fields such as computer science, physics, economics, or engineering, enabling them to apply mathematical knowledge across various disciplines. Electives and specialization options in advanced mathematics provide academic flexibility, allowing students to pursue their interests.

The program concludes with a Bachelor's thesis, providing research experience and preparation for further studies or a professional career. Graduates are well-qualified for roles in research, technology, finance, data science, or engineering, or for pursuing a Master's degree. Courses are mainly taught in German, with some English modules available.
 

Key Information

University

Technical University of Munich

Campus

München, Germany

Total Credits

180 ECTS

Study Mode

Full-time

Loan Availability

No

Program Details

Duration

3 years

Tuition Fee:

Format

Full-time

Attendance:

On Campus Learning

Study Gap:

3 years

Fees & Funding:

Course Structure

Semester 1—Foundations
Analysis I—9 ECTS
Linear Algebra I—9 ECTS
Mathematical Foundations (e.g., Logic, Set Theory)—6 ECTS
Minor Subject (e.g., Computer Science, Physics, Economics)—6 ECTS
Workshop: Orientation in Mathematical Studies—3 ECTS

Semester 2—Core Development
Analysis II—9 ECTS
Linear Algebra II—6 ECTS
Discrete Mathematics—6 ECTS
Minor Subject Continuation—6 ECTS
Further Basic Mathematics/Elective—3 ECTS


Semester 3—Application & Numerics
Analysis III—9 ECTS
Numerical Mathematics—9 ECTS
Introduction to Probability and Statistics—9 ECTS
Introduction to Programming for Mathematicians—3 ECTS

Semester 4—Advanced Topics
Introduction to Algebra—9 ECTS
Geometry/Optimization—9 ECTS
Minor Subject Continuation—6 ECTS
Internship (4–6 weeks recommended after semester 4) — 6 ECTS

Semester 5—Specialization & Flexibility
Specialization in Mathematics (e.g., Algebra, Analysis, Applied Math)—~21 ECTS
Mathematical Seminar (presentation, research discussion)—3 ECTS
Minor or Interdisciplinary Modules (languages, communication)—6 ECTS

Semester 6—Final Phase
Continuation of Specialization Courses—~12 ECTS
Transferable/Soft Skills Electives—6 ECTS
Bachelor’s Thesis—12 ECTS
 

Entry Requirement

Academic

Language

IELTS - 6.5

TOEFL - 88

How To Apply

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