General information

Course name	Lecture: 03-M-SP-19 Mathematics of Quantum Computing
Subtitle
Course number	03-M-SP-19
Semester	SoSe 2025
Current number of participants	45
Home institute	Mathematik
Courses type	Lecture in category Teaching
Next date	Tuesday, 24.06.2025 14:00 - 16:00, Room: MZH 1100
Type/Form
Englischsprachige Veranstaltung	Ja
ECTS points	9

Lecturers

Matthias Knauer

Rooms and times

MZH 1100: Tuesday: 14:00 - 16:00, weekly (14x); Tuesday: 16:00 - 18:00, weekly (14x)
MZH 5500: Wednesday: 10:00 - 12:00, weekly (13x)
MZH 5410: Wednesday: 10:00 - 12:00, weekly (1x)

Module assignments

Universität Bremen
- Mathematics Master Mathematics (Single Major Subject) without Application Subject, 2. Version valid from WiSe 2023/2024
  - Free Choice
    - 03-MAT-GS-FW - General Studies - Freie Wahl (valid from WiSe 2022/2023)
      - Veranstaltung(en) aus dem Fachbereich 3 bzw. den fachergänzenden Studien
  - Mathematics - Area of Specialization - Algebra - Compulsory Modules
    - 03-MAT-MA-D-A-ALG - Diversification A (Algebra) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Analysis, Numerical Analysis or Statistics/Stochastics
    - 03-MAT-MA-D-B-ALG - Diversification B (Algebra) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Analysis, Numerical Analysis or Statistics/Stochastics
  - Mathematics - Area of Specialization - Analysis - Compulsory Modules
    - 03-MAT-MA-D-A-ANA - Diversification A (Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Numerical Analysis or Statistics/Stochastics
    - 03-MAT-MA-D-B-ANA - Diversification B (Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Numerical Analysis or Statistics/Stochastics
  - Mathematics - Area of Specialization - Statistics/Stochastics - Compulsory Modules
    - 03-MAT-MA-D-A-STS - Diversification A (Statistics/Stochastics) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Analysis or Numerical Analysis
    - 03-MAT-MA-D-B-STS - Diversification B (Statistics/Stochastics) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Analysis or Numerical Analysis
  - Mathematics - Area of Specialization - Algebra - Compulsory Elective Modules
    - 03-MAT-MA-D-C-ALG - Diversification C (Algebra) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Analysis, Numerical Analysis or Statistics/Stochastics
  - Mathematics - Area of Specialization - Analysis - Compulsory Elective Modules
    - 03-MAT-MA-D-C-ANA - Diversification C (Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Numerical Analysis or Statistics/Stochastics
  - Mathematics - Area of Specialization - Statistics/Stochastics - Compulsory Elective Modules
    - 03-MAT-MA-D-C-STS - Diversification C (Statistics/Stochastics) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Analysis or Numerical Analysis
  - Mathematics - Area of Specialization - Numerical Analysis - Compulsory Modules
    - 03-MAT-MA-SP-A-NUM - Specialization A (Numerical Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Numerical Analysis
    - 03-MAT-MA-SP-B-NUM - Specialization B (Numerical Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Numerical Analysis
  - Mathematics - Area of Specialization - Numerical Analysis - Compulsory Elective Modules
    - 03-MAT-MA-SP-C-NUM - Specialization C (Numerical Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Numerical Analysis
- Mathematik Bachelor Mathematik (Vollfach), 4. Version valid from WiSe 2024/2025
  - General Studies - Freie Wahl
    - 03-MAT-GS-FW - General Studies - Freie Wahl (valid from WiSe 2022/2023)
      - Veranstaltung(en) aus dem Fachbereich 3 bzw. den fachergänzenden Studien
- Industriemathematik Bachelor Industriemathematik (Vollfach), 3. Version valid from WiSe 2024/2025
  - General Studies - Freie Wahl
    - 03-MAT-GS-FW - General Studies - Freie Wahl (valid from WiSe 2022/2023)
      - Veranstaltung(en) aus dem Fachbereich 3 bzw. den fachergänzenden Studien
- Mathematics Master Mathematics (Single Major Subject) with Application Subject, 4. Version SoSe 2025
  - Mathematics - Area of Specialization - Algebra - Compulsory Modules
    - 03-MAT-MA-D-A-ALG - Diversification A (Algebra) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Analysis, Numerical Analysis or Statistics/Stochastics
    - 03-MAT-MA-D-B-ALG - Diversification B (Algebra) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Analysis, Numerical Analysis or Statistics/Stochastics
  - Mathematics - Area of Specialization - Analysis - Compulsory Modules
    - 03-MAT-MA-D-A-ANA - Diversification A (Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Numerical Analysis or Statistics/Stochastics
    - 03-MAT-MA-D-B-ANA - Diversification B (Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Numerical Analysis or Statistics/Stochastics
  - Mathematics - Area of Specialization - Statistics/Stochastics - Compulsory Modules
    - 03-MAT-MA-D-A-STS - Diversification A (Statistics/Stochastics) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Analysis or Numerical Analysis
    - 03-MAT-MA-D-B-STS - Diversification B (Statistics/Stochastics) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Analysis or Numerical Analysis
  - Mathematics - Area of Specialization - Algebra - Compulsory Elective Modules
    - 03-MAT-MA-D-C-ALG - Diversification C (Algebra) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Analysis, Numerical Analysis or Statistics/Stochastics
  - Mathematics - Area of Specialization - Analysis - Compulsory Elective Modules
    - 03-MAT-MA-D-C-ANA - Diversification C (Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Numerical Analysis or Statistics/Stochastics
  - Mathematics - Area of Specialization - Statistics/Stochastics - Compulsory Elective Modules
    - 03-MAT-MA-D-C-STS - Diversification C (Statistics/Stochastics) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Algebra, Analysis or Numerical Analysis
  - Mathematics - Area of Specialization - Numerical Analysis - Compulsory Modules
    - 03-MAT-MA-SP-A-NUM - Specialization A (Numerical Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Numerical Analysis
    - 03-MAT-MA-SP-B-NUM - Specialization B (Numerical Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Numerical Analysis
  - Mathematics - Area of Specialization - Numerical Analysis - Compulsory Elective Modules
    - 03-MAT-MA-SP-C-NUM - Specialization C (Numerical Analysis) (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Numerical Analysis
- Industrial Mathematics and Data Analysis Master Industrial Mathematics and Data Analysis (Single Major Subject) with Focus on Industrial Mathematics, 4. Version valid from SoSe 2025
  - Area of Focus - Industrial Mathematics - Compulsory Modules
    - 03-MAT-MA-STIM-A - Special Topics Industrial Mathematics A (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Industrial Mathematics
    - 03-MAT-MA-STIM-B - Special Topics Industrial Mathematics B (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Industrial Mathematics
- Industrial Mathematics and Data Analysis Master Industrial Mathematics and Data Analysis (Single Major Subject) with Focus on Data Analysis, 4. Version valid from SoSe 2025
  - Extension - Industrial Mathematics
    - 03-MAT-MA-STIM-A - Special Topics Industrial Mathematics A (valid from WiSe 2023/2024)
      - Lecture and Exercise from the Area of Industrial Mathematics
- Prozessorientierte Materialforschung Masterstudiengang Prozessorientierte Materialforschung, 3. Version valid from WiSe 2024/2025
  - Basismodule
    - 04-PT-MA-PM-B1 - Mathematik (valid from WiSe 2018/2019)
      - Mathematik

Comment/Description

This course introduces quantum computing, covering the mathematical principles needed to understand and implement quantum algorithms. Topics include qubits, entanglement, quantum gates, and circuits. Students will explore algorithms like Deutsch-Jozsa and Shor’s, and problems such as secure communication. The course also addresses error correction and adiabatic algorithms, and includes hands-on practice using Qiskit to build and simulate quantum circuits on IBM’s Quantum Lab.

Registration mode

After enrolment, participants will manually be selected.

Potential participants are given additional information before enroling to the course.

Lecture: 03-M-SP-19 Mathematics of Quantum Computing - Details