Assistants:

Hubert Sidler, e-mail: hubert.sidler@unifr.ch

Office hours:: Thursdays
15-17 in our office, Math 0.108, math main building. We prefer if you
ask in advance by e-mail.

Conditions to be satisfied
in order to take the exams:

The new exercises will normally be uploaded on Friday afternoon.

You should have a look at them and try to solve them until the exercise class on Tuesday.

You have to hand them in until Monday, 10 a.m, so one and a half week after receiving them.

We will try to hand them back already on Tuesday during the exercise class, however, we might not always be able to correct them so quickly. In these cases we will return them either during the lecture on Thursday or Friday.

- There
will be an intermediate exam on the 17th of december, but it will NOT
count for anything. We will not even correct it, but provide solutions
instead. The exam is there for your self-assessment, so you
can also bring your notes and books.

- Having at least 50% of the points in the exercises

The new exercises will normally be uploaded on Friday afternoon.

You should have a look at them and try to solve them until the exercise class on Tuesday.

You have to hand them in until Monday, 10 a.m, so one and a half week after receiving them.

We will try to hand them back already on Tuesday during the exercise class, however, we might not always be able to correct them so quickly. In these cases we will return them either during the lecture on Thursday or Friday.

Homework 26

Homework 27

Homework 28

Homework 29

Homework 30

Homework 31

Homework 32

Homework 33

Homework 34

Homework 35

Homework 36

Homework 37

Homework 38

Homework 39

Homework 40

Homework 41

Homework 42

Example and motivation to contour integrals (as a remark to exercise 129, series 32)

Solution to Exercise 132 in Series 32 and a summary on how we proved that holomorphic functions are smooth as real maps

Solution to Exercise 140 in Series 34

Solutions to Series 37

Hints for Series 38

Test December with Solutions

Solutions to Series 38 and Exercises on convergence of integrals

Homework 27

Homework 28

Homework 29

Homework 30

Homework 31

Homework 32

Homework 33

Homework 34

Homework 35

Homework 36

Homework 37

Homework 38

Homework 39

Homework 40

Homework 41

Homework 42

Example and motivation to contour integrals (as a remark to exercise 129, series 32)

Solution to Exercise 132 in Series 32 and a summary on how we proved that holomorphic functions are smooth as real maps

Solution to Exercise 140 in Series 34

Solutions to Series 37

Hints for Series 38

Test December with Solutions

Solutions to Series 38 and Exercises on convergence of integrals