Nathan Bowler
Lecture course "Linear Algebra", summer semester 2016
Useful formulas for the exam.
Exercise sheets
There will be an exercise sheet every week.
Here are the exercise sheets:
Sheet 1
Sheet 2
Sheet 3
Sheet 4
Sheet 5
Sheet 6
Sheet 7
Sheet 8
Sheet 9
Sheet 10
Sheet 11
And here are the solutions:
Sheet 1
Sheet 2
Sheet 3
Sheet 4
Sheet 5
Sheet 6
Sheet 7
Sheet 8
Sheet 9
Sheet 10
Sheet 11
Related reading:
The course is based on the book `Lineare Algebra. Eine Einführung', by G. G. Grä'mlich
The notes from 2013 are available here
Log:
| 08.04 | Systems of linear equations and how to represent them as matrices.
|
| 15.04 | Solving systems of linear equations: the Gauß- and Gauß-Jordan-procedures.
|
| 22.04 | Matrices: addition, scalar multiplication and matrix multiplication.
|
| 29.04 | Inverse matrices
|
| 06.05 | Basic operations in Rn
|
| 13.05 | Lines and planes in R^n
|
| 27.05 | Mock exam
|
| 3.06 | Vector spaces and subspaces
|
| 10.06 | Spans and linear independence
|
| 17.06 | The structure of the solution set of a system of linear equations
|
| 24.06 | Finding bases for the 4 fundamental spaces of a matrix.
|
Office hours:
Tu, 3-4pm; Fri, 10-11am.
| 
