Allgemeine Informationen

Veranstaltungsname	Vorlesung: 03-M-SP-42 Approximation Theory
Untertitel
Veranstaltungsnummer	03-M-SP-42
Semester	SoSe 2025
Aktuelle Anzahl der Teilnehmenden	7
Heimat-Einrichtung	Mathematik
Veranstaltungstyp	Vorlesung in der Kategorie Lehre
Erster Termin	Mittwoch, 09.04.2025 10:00 - 12:00, Ort: MZH 1450
Art/Form
Englischsprachige Veranstaltung	Nein
ECTS-Punkte	9

Lehrende

Dr. Matthias Beckmann

Räume und Zeiten

MZH 1450: Mittwoch: 10:00 - 12:00, wöchentlich (14x); Freitag: 10:00 - 12:00, wöchentlich (11x); Freitag: 12:00 - 14:00, wöchentlich (11x)
MZH 5500: Freitag: 10:00 - 12:00, wöchentlich (1x)
IW3 0300: Freitag: 10:00 - 12:00, wöchentlich (1x); Freitag: 12:00 - 14:00, wöchentlich (1x)
(Bachelorprojettag): Freitag: 12:00 - 14:00, wöchentlich (1x)

Modulzuordnungen

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

Kommentar/Beschreibung

This course gives an elementary introduction into the theory and numerics of approximation methods in normed spaces with a particular focus on real-valued functions.

Anmeldemodus

Die Auswahl der Teilnehmenden wird nach der Eintragung manuell vorgenommen.

Nutzer/-innen, die sich für diese Veranstaltung eintragen möchten, erhalten nähere Hinweise und können sich dann noch gegen eine Teilnahme entscheiden.

Vorlesung: 03-M-SP-42 Approximation Theory - Details