Modul

The assessment consists of a written exam of 75 min (in accordance with §4(2), 1 of the examination regulations). The exam takes place shortly after the end of the lectures. Auxiliary means such as literature or calculators are allowed.

A resit exam is offered in the first weeks of the subsequent semester.

Candidates who have not passed the exam, as well as those who have not yet taken a first attempt, will be eligible for the resit exam.

Oral re-examinations (in accordance with §8(2) of the examination regulations) for the written exam take place as individual examinations.

Students

• are confident with important concepts in the theory of normed vector spaces,
• have some basic knowledge of ordinary differential equations,
• have some basic knowledge of Fourier analysis.

The course Mathematics 3 is the third part of the three semester basic training in higher mathematics. Topics are

• normed spaces and Banach's fixed point theorem (if not treated in Mathematics 2),
  
• ordinary differential equations,
• linear differential equations,
• Fourier analysis,
• integral transformations.

There are no prerequisites. It is strongly recommended to attend the three maths courses in the order Mathematics 1, Mathematics 2, Mathematics 3.

Work load: 120 hours (4 ETCS)

Classes: 60 hours

Preparation of courses and examinations: 60 hours