# Matrix Calculation (IPC017), lectures, 1st quarter, Autumn 2018

This page contains specific information about the **Autumn 2018** course and lectures (for general information, see the entry in the prospectus). Please don't forget to register in blackboard for this course, in order to receive email announcements. However, all relevant course information will be provided here (and not in blackboard).

All students should register for a werkcollege group by |

For exercises, see the: **exercise page**.

**Prerequisites** consist of (secondary) school mathematics. It is your own responsability to be properly prepared. You can
find an overview of the relevant topics in, for example:

- Wim Gielen's syllabus (in Dutch)

**Course material** consists of:

- Slides. (see below)
- (Optional) linear algebra booklet by Bernd Souvignier (in Dutch).

**Lectures** will be given by Aleks Kissinger in English. All course materials will be in English, with the exception of those mentioned above.

- Lectures will be on
**Wednesdays 15:45-17:30**in the*Collegezalencomplex*, room**CC2**. - First lecture:
**September 7** - Last lecture:
**October 17**

**Werkcollege's** take place on Fridays 13:30-15:15, from September 8 until October 19.

Unless otherwise stated, work should be handed on every **Tuesday by 16:00 sharp** to the box of your teacher on the ground floor of Mercator 1. Exercises will generally be marked and returned to you at the werkcollege on Friday. The werkcollege's are:

**Group 1:**Justin Reniers <j.reniers@student.ru.nl>. E2.68 (E2.62 on 12 Oct). Friday 13:30-15:15**Group 2:**Justin Hende <J.Hende@student.ru.nl>. HG00.062. Friday 13:30-15:15**Group 3:**Iris Delhez <iam.delhez@student.ru.nl>. HG00.108. Friday 13:30-15:15**Group 4:**Stefan Boneschanscher <S.Boneschanscher@student.ru.nl>. HG01.028. Friday 13:30-15:15**Group 5:**Serena Rietbergen <serena.rietbergen@student.ru.nl>. HG02.028. Friday 13:30-15:15**Group 6:**Jen Dusseljee <j.dusseljee@student.ru.nl>. HFML0220. Friday 13:30-15:15

## Lectures and slides (topics subject to change)

Below, you can find PDF files of all the slides and Jupyter notebooks used in class. To run the notebooks, you need to install Jupyter and pythreejs. Then, make sure vecs.py is in the same folder as the notebook you wish to run.

**Lecture 1, Wednesday 5/9***Topic:*introduction to linear equations, solving systems of linear equations, matrix and augmented matrix, Gauss-Jordan-elimination*Slides:*pdf

**Lecture 2, Wednesday 12/9****Lecture 3, Wednesday 19/9****Lecture 4, Wednesday 26/9***Topic:*bases, representing vectors and linear maps as matrices

**Lecture 5, Wednesday 3/10***Topic:*Matrix multiplication and inverses

**Lecture 6, Wednesday 10/10***Topic:*Determinants and transformation of bases

**Lecture 7, Wednesday 17/10***Topic:*Eigenvalues and eigenvectors, iterated matrix multiplication, matrix exponents.

## Grading

Your **final grade** *F* for this course will be composed from
your **assignment grade** *A* and the (written) **exam grade** *E*:

- your final grade is
*F = A/10 + E*with a maximum of 10. To pass the course,*E*must be at least 5 and*F*must be at least 6. - weekly exercises are to be handed in: your answers will be
marked each week, and at the end of the course we compute the average of your marks; this average will constitute the
**assignment grade***A*. You must submit individually (not in pairs), see the exercise page for the exercises; - a single written exam on
**October 30**constitutes your**exam grade***E*and will make up the major part of your final grade.

If you fail, you can do a retry of the written exam on **January 25**. If you fail once again, you will have to redo the whole course (including exercises) next year.