Course webpage for

Discrete Mathematics

spring 2019

 

5 april: Yesterday I showed some computations in Maple. I you want an easily accessible introduction to using Maple in discrete mathematics I can recommend Discrete Math Labs developed by teachers at Shippensburg University. Using Maple is not required in our course, but I think it can make it easier and more fun to learn some aspects of discrete mathematics. As a student you can download Maple for free. You can find more instructions here.

5 april: Why do we work in groups during the exercise classes? There is research in mathematics education that shows a number of benefits with learning mathematics in small groups. There are many papers on this, but here is one you can check out if you are interested. (To get the main points it is enough to read the conclusions at page 12.) Also there is plenty of time for reading and thinking on your own outside class, and I think most students benefit from a combination of discussion and solitary work.

 

Welcome to the course in Discrete Mathematics! The course will start with a lecture on Monday 25 March at 13.15 in the Hörmander lecture hall (formerly MH:C) in the mathematics building.

This is a joint course for LTH (Faculty of Engineering) and Faculty of Science. If you have questions about registration or such you should contact studerandeexpedition LTH or studerandeexpedition matematik NF depending on which faculty you belong to.

If you have any questions about the course you can always send me, Anna Torstensson, an email (annat at maths.lth.se) and I’ll do my best to help you.

 

Course material

The course program contains the most important information about the course: plan for lectures, seminars and exercises etc. Times and venues are most easily found using LTH web schedule and NF web schedule respectively.

We will be using the textbook:

Grimaldi, Ralph: Discrete and Combinatorial Mathematics, An Applied Introduction. Pearson, 2014, ISBN: 9781292022796.

Later in the course we will use some additional material that you can download below:

Karl-Gustav Andersson, Finite Fields and Error-Correcting Codes, Lund University (2015).

 

The Review Questions helps you to test how well you know the course. The oral exam will mostly consist of questions from this list.

 

Lecture Notes

Below are last years lecture notes. Some of them will be updated during the course but there will not be any major changes.

Course Outline
Seminar presentation (from 2019)

Lecture 1(old) Lecture 2(old) Lecture 3(old) Lecture 4(old) Lecture 5(old) Lecture 6(old) Lecture 7(old) Lecture 8(old) Lecture 9(old) Lecture 10(old) Lecture 11(old) Lecture 12-13(old)