General information

Course name	Seminar: 03-M-AC-35 Algorithmic Game Theory
Subtitle
Course number	03-M-AC-35
Semester	WiSe 2025/2026
Current number of participants	17
Home institute	Mathematik
Courses type	Seminar in category Teaching
Next date	Monday, 15.12.2025 16:00 - 18:00, Room: MZH 2340
Type/Form
Englischsprachige Veranstaltung	Ja
ECTS points	4,5

Lecturers

Prof. Dr. Daniel Schmand

Tutors

Rooms and times

MZH 2340: Monday: 16:00 - 18:00, weekly (14x)

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 - Numerical Analysis - Compulsory Modules
    - 03-MAT-MA-AC-A-NUM - Advanced Communications A (Numerical Analysis) (valid from WiSe 2023/2024)
      - Seminar (1. Seminar from the Area of Numerical Analysis)
      - Seminar (2. Seminar from the Area of Numerical Analysis)
  - Mathematics - Area of Specialization - Algebra - Compulsory Modules
    - 03-MAT-MA-AC-B-ALG - Advanced Communications B (Algebra) (valid from WiSe 2023/2024)
      - Seminar (1. Seminar from the Area of Analysis, Numercial Analysis or Statistics/Stochastics)
      - Seminar (2. Seminar from the Area of Analysis, Numercial Analysis or Statistics/Stochastics)
  - Mathematics - Area of Specialization - Analysis - Compulsory Modules
    - 03-MAT-MA-AC-B-ANA - Advanced Communications B (Analysis) (valid from WiSe 2023/2024)
      - Seminar (1. Seminar from the Area of Algebra, Numercial Analysis or Statistics/Stochastics)
      - Seminar (2. Seminar from the Area of Algebra, Numerical Analysis or Statistics/Stochastics)
  - Mathematics - Area of Specialization - Statistics/Stochastics - Compulsory Modules
    - 03-MAT-MA-AC-B-STS - Advanced Communications B (Statistics/Stochastics) (valid from WiSe 2023/2024)
      - Seminar (1. Seminar from the Area of Algebra, Analysis or Numerical Analysis)
      - Seminar (2. Seminar from the Area of Algebra, Analysis or 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
- Mathematik - Bachelor Mathematik (Vollfach), 5. Version valid from WiSe 2025/2026
  - 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), 4. Version valid from WiSe 2025/2026
  - 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, 5. Version WiSe 2025/2026 - WiSe 2027/2028
  - Mathematics - Area of Specialization - Numerical Analysis - Compulsory Modules
    - 03-MAT-MA-AC-A-NUM - Advanced Communications A (Numerical Analysis) (valid from WiSe 2023/2024)
      - Seminar (1. Seminar from the Area of Numerical Analysis)
      - Seminar (2. Seminar from the Area of Numerical Analysis)
  - Mathematics - Area of Specialization - Algebra - Compulsory Modules
    - 03-MAT-MA-AC-B-ALG - Advanced Communications B (Algebra) (valid from WiSe 2023/2024)
      - Seminar (1. Seminar from the Area of Analysis, Numercial Analysis or Statistics/Stochastics)
      - Seminar (2. Seminar from the Area of Analysis, Numercial Analysis or Statistics/Stochastics)
  - Mathematics - Area of Specialization - Analysis - Compulsory Modules
    - 03-MAT-MA-AC-B-ANA - Advanced Communications B (Analysis) (valid from WiSe 2023/2024)
      - Seminar (1. Seminar from the Area of Algebra, Numercial Analysis or Statistics/Stochastics)
      - Seminar (2. Seminar from the Area of Algebra, Numerical Analysis or Statistics/Stochastics)
  - Mathematics - Area of Specialization - Statistics/Stochastics - Compulsory Modules
    - 03-MAT-MA-AC-B-STS - Advanced Communications B (Statistics/Stochastics) (valid from WiSe 2023/2024)
      - Seminar (1. Seminar from the Area of Algebra, Analysis or Numerical Analysis)
      - Seminar (2. Seminar from the Area of Algebra, Analysis or 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 Elective Modules
    - 03-MAT-MA-ACIM - Advanced Communications Industrial Mathematics (valid from WiSe 2023/2024)
      - Seminar (1. Seminar on Advanced Topics from Industrial Mathematics)
      - Seminar (2. Seminar on Advanced Topics from 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-ACIM - Advanced Communications Industrial Mathematics (valid from WiSe 2023/2024)
      - Seminar (1. Seminar on Advanced Topics from Industrial Mathematics)
      - Seminar (2. Seminar on Advanced Topics from Industrial Mathematics)

Comment/Description

Many every-day processes can seen as a game between autonomous interacting players, where each player acts strategically in order to pursue her own objectives. This seminar covers various game-theoretic concepts and techniques, mainly with connections to applications. Use-cases are distributed systems, auctions, online-markets, resource allocation, and traffic networks.

Registration mode

After enrolment, participants will manually be selected.

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

Seminar: 03-M-AC-35 Algorithmic Game Theory - Details