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Dates for Courses in German:
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Lecture:
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Mo 11:45-13:15, Rm 46-210
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(Gert-Martin Greuel)
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Th 10:00-11:30, Rm 46-210
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(Gert-Martin Greuel)
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Example Class:
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1) Th 11:45-13:15, Rm 32-439
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(Hannah Markwig)
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2) Th 13:45-15:15, Rm 52-204
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(Marc Dohm)
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3) Th 11:45-13:15, Rm 52-204
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(Timo Reis)
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4) Fr 08:15-09:45, Rm 48-538
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(Anna Vogel)
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5) Fr 11:45-13:15, Rm 52-204
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(Nadine Cremer)
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7) Fr 13:45-15:15, Rm 48-438
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(Peter Diesinger)
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Support Class:
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1) Mo 17:00-18:45, Rm 52-204
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(Thomas Keilen)
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3) We 15:30-17:00, Rm 11-243
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(Thomas Keilen)
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Dates for Courses in English:
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Lecture:
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Fr 10:00-11:30, Rm 14-105
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(Mathias Schulze)
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Fr 11:45-13:15, Rm 14-105
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(Mathias Schulze)
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Example Class:
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6) Fr 14:00-15:30, Rm 48-538
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(Christina Manolache)
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Support Class:
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2) Fr 10:00-11:30, Rm 14-105
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(Mathias Schulze)
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News:
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On Saturday, 21st February, 20h00-21h00, you should collect your
marked examination paper in room 48-436.
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Information on the Resit Examination in Linear Algebra I
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Results of the 2nd Examination in Linear Algebra I:
Distribution of the Marks - 1st Exam, (Table),
Distribution of the Marks (Graphics),
Distribution of the Marks (Graphics),
Means.
Minimal Number of Marks: 31 marks = 4, 42 marks =3, 53 marks = 2,
64 marks =1.
Please note that the final mark of some participants has been
raised due to their performance in the example classes.
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Every Tuesday, 17-19h00, Yaw Adjei Ofosa will be in Room 48-419 to
help with problems you have with Singular!
Assingments:
Post Script Files:
Singular
,
1
,
2
,
3
,
4
,
5
,
6
,
7
,
8
,
9
,
10
,
11
,
12
,
13
,
14
.
PDF-Files:
Singular
,
1
,
2
,
3
,
4
,
5
,
6
,
7
,
8
,
9
,
10
,
11
,
12
,
13
,
14
.
Singular-Procedures (Solutions to the Exercises)
Singular
,
quadrat
,
matrixsumme
,
zeilenvielfaches
,
zeilentausch
,
zeilenaddition
,
ggT + eggT
,
ZSF + RZSF
,
rang
,
invers
.
Literature:
Most of the literature available in the library is in German, and most
of the English literature on linear algebra concentrates on the
theory of vector spaces, excluding most of the contents of the first
part of this course. For this you will rather have to look at books on
algebra.
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J. Hefferon, Linear Algebra, Lecture Notes (2001)
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P. Cohn, Algebra Vol. I, Wiley (1974)
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W. Greub, Linear Algebra, Springer Verlag (1975)
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S. Lang, Algebra, Springer Verlag (2002)
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G. Fischer, Lineare Algebra, Vieweg Verlag (1998)
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K. Jaenich, Linear Algebra, Springer Verlag (1981)
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W. Klingenberg, Lineare Algebra und Geometrie, Springer
Verlag (1990)
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M. Koecher, Lineare Algebra und analytische Geometrie,
Springer Verlag (1983)
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E. Brieskorn, Lineare Algebra und analytische Geometrie I,
Vieweg Verlag (1983)
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H.-D. Ebbinghaus, et al., Zahlen, Springer Verlag
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T. Keilen,
Algebra I,
Lecture Notes 2002
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The lecture notes Mathematik für Informatiker, 1992/93, by
Professor Greuel offer a short compendium of the contents of the
lecture, however, omitting all proofs. They are available for
purchase from the
secretary Mrs. Kranz in room 48-527.
A more complete set of notes, Lineare Algebra I & II,
1999/2000, which also includes most of the contents of the
lecture, including the proofs, can be viewed in the library. In the
second week of the term we offer the possibility to order a copy of these
lecture notes.
General Information:
Throughout the lecture the essential contents of linear algebra will
be presented in a systematical way.
Once a week you will receive a set of exercises. These serve as a
means to practise the methods of proof shown in the
lecture and to recapitulate and understand its contents. The
participants of the example classes are encouraged to work
together with their fellow students in order to solve the exercises,
but each student has to formulate the solution in his own words and
hand it in seperately. The solutions will then be marked and discussed
throughout the example class meetings.
The support class in linear algebra is a meeting designed
purely to answer questions which could not be clarified in the lecture or the
example class. The participants are supposed to bring their questions,
and we hope to be able to give answers in return - where possible,
answers based on examples. Nevertheless, you should not miss any
opportunity to ask questions also throughout the lecture and the
example classes.
Every participant of the lecture Linear Algebra I should register
for one of the example classes and for one of the support classes
on Monday, 27th October. This can be done using the web interface
available at
Exam Regulations for the Example Classes:
The regulations for the "Vordiplom", the "Zwischenprüfung"
respectively the bachelor degree require a certain amount of credits
which are obtained by participating successfully in example
classes. In order to receive these credits for the lecture Linear
Algebra I in the winter term 2003/04, you have to participate
regularly in the example classes satisfying the following additional criteria:
- at least 50% of the exercises have to be done in a sensible (not
necessarily correct) way by yourself, and
- the two written exams in Linear Algebra I have to be passed (the
credits for both exams are added).
The credit transcripts for the example class will be so called
qualified transcripts, which means that they carry a mark.
This mark will be calculated from the results of the two
exams. However, if these results are considerably worse than
your performance in the example classes, then your mark may be
raised by one level. In particular, it is possible that you receive
the credits even though you failed the exam! This, however,
requires that the solutions which you handed in are clearly your
own work and not just copied from somebody else. ("Own work"
in this respect does not mean that you found them without
cooperating with others, but that you wrote down the solution in
your own understanding and your own words, and that you are capable
of presenting them to your fellow students.)
| 1st Exam in Linear Algebra I |
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Saturday, 20th December 2003, 09:00-12:00, Room 42-115 |
| 2nd Exam in Linear Algebra I |
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Saturday, 21st February 2004, 09:00-12:00, Room 42-115 |
Information on Singular:
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Every other set of exercises contains an algorithm which has to be
implemented using the programming language Singular, i. e. you
have to write a procedure. In order to do this every participant
of the example classes creates a Singular Library. The name of the
library is the students "Matrikelnummer" followed by the ending
lib, e. g.
123456.lib
(Clicking on 123456.lib allows to download a template library!)
The procedures are stored in this library. You may consult the
"Kurzeinführung in Singular" or the Singular-Manual in order
to get to know the syntax of a Singular library respectively of a
Singular procedure.
In order to hand in the procedures for marking, you have to follow
two steps.
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First of all you have to hand in a print out of the procedure
into the pigeon hole with the name "Adjei". The print out has
to carry your name, your Matrikelnummer and the
name of the tutor of your example class.
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Moreover, the Singular library has to be handed in as a file.
For this purpuse you should download the shell script
la
and store this script in the same directory as the library.
The script will only be executable when you have performed
once the following command
chmod u+x la
Afterwards you may hand in your library using the command
./la 123456.lib
where 123456.lib has to be replaced by the name of
your own library.
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Singular for Windows Users
Information on the download and the installation can be found under
http://www.mathematik.uni-kl.de/ftp/pub/Math/Singular/WINDOWS/.
Alternatively, you may download and execute ONE of the following files
Singular-Typical-2-0-4-Typical.exe or
Singular-Typical-2-0-3-Custom.exe, where usually the first
one is preferable.
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Singular for Linux users - rpm based
Information on the download and the installation can be found under
http://www.mathematik.uni-kl.de/ftp/pub/Math/Singular/UNIX/INSTALL_rpm.html.
You should install the following THREE packeges:
Singular-2.0.4-3.i386.rpm,
Singular-share-2.0.4-3.noarch.rpm und
Singular-desktop-2.0.4-3.noarch.rpm.
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Singular for Linux users - without rpm
Information on the download and the installation can be found under
http://www.mathematik.uni-kl.de/ftp/pub/Math/Singular/UNIX/INSTALL_unix.html.
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Some useful hints:
- In order to transfer files between your private computer
and a machine at the maths department, I recommend the
programme Winscp2.exe (in case your computer runs
Windows). You can download the programme at the site:
http://www.rz.uni-freiburg.de/pc/software/winscp/
You only need the file Winscp2.exe. If you execute this
programme you will be asked to enter a hostname, a
login and a password. As
hostname you may choose
atlas.mathematik.uni-kl.de (or replace atlas by any
other computer name in 48-419). The login and the password
are your own login respectively password on the maths computers.
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