Registration for this course is open until Saturday, 31.10.2026 23:59.

News

change of room on 27th april and 4th may

Written on 09.04.26 by Christian Steinhart

Dear all,

for the mondays the 27th of April and the 4th of May the lecture will take place in HS 3 instead of HS 4.

All other days are as usual in HS 4.

Bests,

Christian

first lecture

Written on 30.03.26 by Christian Steinhart

Dear all,

since Monday the 6th of April is a holiday the first lecture will take place on Wednesday the 8th of April.

We will also determine the time slot for the tutorial then, so please let me know if you can't make it to the first lecture and you still want to attend the tutorial.

Bests,

Christian

Partial Differential Equations

This course will give an introduction to partial differential equations.

Organisational Details

Lectures

Lectures will be on:

  • Monday at 10:15-11:45  in Hörsaal IV and
  • Wednesday at 10:15-11:45  in Hörsaal IV.

Questions/Forum

We will use the CMS-forum, there you can ask questions and share your files and notes with each other.

Also you can just write me an e-mail at "my-lastname"@math.uni-sb.de or just pass by my office in room 3.03 in building E2 4.

Exercise

Exercise sheets will be posted on a weekly basis. The solutions should be submitted electronically per CMS each week and can be handed in as a fixed group of up to 3 students. Each week there will be tutorials where the exercise sheets will be discussed together with some presence exercises.

On each exercise sheet up to 30 points can be achieved. You also get 10 points for attending the tutorial and additional 10 points for active participation of the tutorial.

Achieving 60% of the maximal points gives a small bonus if you pass the exam.

 

Tutorials

 

The tutorials will take place Fridays from 8:30 to 10 o'clock in SR 9. The first tutorial will be 17th of April.

Examination

Depending on the number of participants there will be either a written or an oral examination at the end of the semester.

Prerequisites

You should have completed Analysis 1-3 and Linear Algebra 1-2 or equivalent before taking this course.

 

Reading list

You can find the literature list at the following link:

 

 

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