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Welcome to the course.
The schedule for the course can be found via the link to webTimeEdit top of the page.

Teachers
Martin Westerholt-Raum.
Course literature
Neukirch, Algebraic Number Theory, Springer, 1998.
Programme
Weekly schedule
Time Tuesday Wednesday Thursday
10:00
Lecture
Lecture
Summaries
10:15
Lecture
Lecture
Exerciese
10:30
Lecture
Lecture
Exerciese
10:45
Break
Break
Break
11:00
Exerciese
Exerciese
Lecture
11:15
Lecture
Lecture
Lecture
11:30
Lecture
Lecture
Lecture
11:45
Break/End
Break/End
Break/End


Lectures
Week Chapter
Contents
Notes
44
1
The Gaussian Integers
download
45
2
Algebraic Integers
download
46
2
Algebraic Integers
as in week 45
47
2
Algebraic Integers
as in week 45
48
3
Ideals
downlowad
49
3
Ideals
as in week 48
50
4
Lattices
download






Recommended exercises
Week Excersises
44
Chapter 1, Exercise 1-7 on page 5
45
Chapter 2, Exercise 1-3 on page 15
46
Revisit the inclass assignments
47
Revisit the inclass assignments
48
Chapter 3, Exercise 1,2,4 on page 23
49
Revisit the inclass assignments
50
Chapter 4, Exercise 2 and 3



Course requirements
Linear Algebra
Basic Algebra knwoledge (will be revised during the course)
Assignments
Each student (in teams of two) has to give a summary presentation for one week's content.
There are three homework assignments, which are part of the examination. Do work on them alone.
Assignment Due
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Novemeber 24, 2016
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December 8, 2016
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December 22, 2016, 3 P.M.
Examination
Examination is based on one summary in class and three homework assignments. You can reach 50 points max for the summary, and 50 points max for the assignments. Achieved values will be added up: You receive the passing grade G with at least 50 points total and VG with at least 75 points total.