Erweiterte Suche der Leibniz Universität Hannover

On the basis of foundation courses, students on the Bachelor s degree programme in Mathematics gain an overview of the entire spectrum of mathematics. The diversity of mathematics at Leibniz Universität Hannover is reflected in the extensive range of advanced courses, enabling students to pursue modules in an area of specialisation later on in the programme and, if desired, at the Master s stage. Potential specialisation modules are structured into the following thematic areas: Pure Mathematics: Geometry, Analysis. Algebra/Theory of Numbers, Discrete Mathematics Applied Mathematics: Stochastics and Financial Mathematics, Numerical Analysis and Optimisation The aim of the Bachelor s degree programme is to enable graduates to enter a profession or to proceed to a subsequent Master s degree Programme.

In this respect, courses are offered in the following thematic areas: Pure Mathematics: Geometry, Analysis. Algebra/Theory of Numbers, Discrete Mathematics Applied Mathematics: Stochastics and Financial Mathematics, Numerical Analysis and Optimisation It is also be possible to study this degree programme in English, as required. Further information for students on the website of the Faculty of Mathematics and Physics Course Content Algebra Analysis Application subject, based on student s choice Geometry Numerical analysis Stochastics and financial mathematics Course Structure The Master s degree programme is characterised by a specialisation stage and a research stage. During the specialisation stage, students take optional specialist modules worth 60 credit points. Students can choose the mathematics lectures that suit them,...

Regulations Mathematics Master of Science Examination Regulations English translation for information purposes only Amendments to the Examination Regulations for the Master s Degree Programme Mathematics of 17.09.2020, rectified on 16.11.2020, as amended on 02.09.2022 PDF, 2 MB Download Änderung der Prüfungsordnung für den Masterstudiengang Mathematik vom 17.09.2020, berichtigt am 16.11.2020, mit Änderungen 02.09.2022 PDF, 371 KB Download Previous examination regulations Änderung der Prüfungsordnung für den Masterstudiengang Mathematik vom 17.09.2020, berichtigt am 16.11.2020 Prüfungsordnung vom 09.07.2015, in der Fassung der letzten Änderung vom 25.09.2018

Contact Information Mathematics Bachelor of Science Fachberatung/Studienkoordination Dipl. Ing. Axel Peter Köhler Email sgk maphy.uni hannover.de Phone 49 511 762 5450 Address Appelstraße 11/11a 30167 Hannover Akademisches Prüfungsamt Thorsten Flenner Email thorsten.flenner zuv.uni hannover.de Phone 49 511 762 2020 Address Welfengarten 1 30167 Hannover Prüfungsausschuss Vorsitz Prof.

Key Dates Mathematics Master of Science Possibility of different time periods Please note that when you take modules from other degree programmes/subjects, different time periods may apply.

Exam Information and Course Advice Mathematics Bachelor of Science Contact Information Prüfungsinfos Musterprüfungsordnung MPO Ordnungen Key Dates Prüfungsrücktritt Fristverlängerung Formulare Bescheinigungen

Exam Information and Course Advice Mathematics Master of Science Contact Information Prüfungsinfos Musterprüfungsordnung MPO Regulations Key Dates Prüfungsrücktritt Fristverlängerung Forms Certificates

Eligibility and Admission Regulations for the Consecutive Master’s Degree Programmes Mathematics, Meteorology and Physics This document is a translation and is provided for information purposes only. On 09.03.2022 (ref. These regulations shall take effect on the day following publication in the official bulletin of Gottfried Wilhelm Leibniz Universität Hannover. Eligibility and Admission Regulations for the Consecutive Master's Degree Programmes Mathematics, Meteorology and Physics The Faculty of Mathematics and Physics of Leibniz University Hannover resolved on 3.11.2021 the following regulations in accordance with Section 18 paragraph 8 Lower Saxony Higher Education Act (NHG) and Sec- tion 7 Lower Saxony University Admissions Act (NHZG): Section 1 Scope (1) These regulations specify eligibility to apply for and admission to...

To achieve this, after completing the Bachelor s degree, students must also take the Master s Teacher Training Course for Grammar Schools. Mathematics can be taken as a major or minor subject. Students majoring in Mathematics may also go on to take the Master s degree programme in Mathematics.

Exam Information and Course Advice Mathematics as subject in the Interdisciplinary Bachelor s Degree Programme Bachelor of Science Contact Information Prüfungsinfos Musterprüfungsordnung MPO Ordnungen Key Dates Prüfungsrücktritt Fristverlängerung Formulare Bescheinigungen

In order to gain the intermediate level of mathematics required, students attend lectures alongside engineering students in addition to taking courses specifically aimed at students training to become teachers. Further information for students on the website of the Faculty of Mathematics and Physics German language only Course Content Algebra Analysis Teaching methodology in mathematics Course Structure Depending on the vocational subject area, students start taking Mathematics as a teaching subject in the first or third semester.

Admission Unrestricted admission International Stay abroad possible, but not obligatory. Short Description Mathematics is offered as a second subject or supplementary teaching subject within the bachelor s programme Special Needs Education . As first subject Special Needs Education is studied.

Admission Unrestricted admission International Stay abroad possible, but not obligatory. Short Description Mathematics is offered as a teaching subject or supplementary teaching subject within the degree programme Master s Teacher Training Course for Technical Education .

During practical training, students gain their first experience teaching mathematics. Further information for students on the website of the Faculty of Mathematics and Physics German language only Course Content Teaching methodology Numerical analysis Stochastics Theory of functions Course Structure The Master s Teacher Training Course for Grammar Schools focuses on teaching methodology, especially enabling students to approach school practice by completing practical training. In the course of their practical training, supported by teaching staff, students try out and practice teaching at a school. Those majoring in Mathematics only need to take one advanced course in the subject discipline of Mathematics students taking Mathematics as their minor subject attend courses on numerical analysis and stochastics, and an advanced c...