Brief description about this module:

This is a rigorous first module in linear algebra. The ideas introduced in the first year module Vectors and Matrices for two- and three-dimensional space will be developed and extended in a more general setting with a view to applications in subsequent pure and applied mathematics, probability and statistics modules. There will be a strong geometric emphasis in the presentation of the material and the key concepts will be illustrated by examples from various branches of mathematics. The module contains a fair number of proofs.

The primary learning outcome in this module is that you will think about learning as a mindset and a process - it has no end point.

By the end of this module you will have:

  • Gained an understanding of...

SCHEDULE


WEEK 

DATETOPICACTIVITY/TASK
1xx Sept.Introduction
Synchronous 


Asynchronous 


2xx Sept.

Synchronous 


Asynchronous 

3 xx Oct.

Synchronous 


Asynchronous 



4xx Nov
 
5xx date
 
6xx date
 
7Reading WeekNo classes 
8

 
9

 
10
 
11

 
12

 


TEACHING ARRANGEMENTS

Each lecture is based on the week’s topic. 


SEMINARS

These are the core learning experience of the module. 

How you engage with seminars, is therefore crucial to your success.

PREPARING FOR THIS MODULE

  • Read the assigned reading thoroughly. Make good notes – don’t just highlight.
  • Review lecture notes and use one of the recommended survey books to enhance your understanding of the week’s topic.
  • Prepare a productive question for discussion on the week’s readings. 
  • BRING THE WEEK’S READING MATERIAL INTO SEMINAR WITH YOU.


Tip: Make it a goal to read one extra item a week.



There may be times during the term when you get stuck doing your homework or project. This is normal. 

Who to contact for what:

Example: using forums to post questions

Module Lead: email


MORE INFORMATION ABOUR SUBMITTING YOUR WORK: