Module S2.1 - Advanced Mathematics

Lecturer

Dr. Holger Babovsky (e-mail: )

Coordinator

Prof. Dr. Herbert Gross

Content

The lectures will cover content in the field of vector analysis:

• Line, surface and volume integrals
• Green’s theorem, Stokes theorem, Gauss’s law
• Flow of a vector field through a surface element

A section on partial differential equations includes the topics:

• Partial differential equations on the example of the wave-equation
• D’Alembert’s Method
• Separation of variables
• Bessel equation

Components of the module

• Virtual lectures: to be viewed weekly on Thursday (or earlier)
• Exercises: Submission of solutions to exercises is due biweekly on Fridays
• Seminars: Online seminars to discuss the exercises will be offered biweekly on Fridays.  Time: t.b.a.
• For further information please visit the course space on moodle

Requirements to complete the module

• self study of virtual lectures
• regular work on the exercises and submission of the solutions before the deadlines indicated below
• exam 

Exam

• Date: Thursday 06.08.2020
• Time: 10:00-12:00
• Location: Lecture Hall Bachstr. 18, Building 1 ("Alte Chirurgie")
• Downloads: Mock Exam, Mock Exam solution

Time table and overview of the individual lectures