Course Catalog 2008-2009 International Basic Pori International Postgraduate Open University |Degrees|     |Study blocks|     |Courses|

Course´s person responsible

Seppo Pohjolainen

Implementations

	Lecture times and places	Target group recommended to
Implementation 1

Requirements

Two partial examinations or final examination
Completion parts must belong to the same implementation

Principles and baselines related to teaching and learning

-

Content

Content	Core content	Complementary knowledge	Specialist knowledge
1.	Basics of linear algebra
2.	LU- and QR-decompositions
3.	Linear algebra in n-dimensional spaces. Basis. Orthogonalisation, orthonormal basis. Change of basis. Projection matrices.
4.	Eigenvalues and eigenvectors. Spectral decomposition. Jordan's canonical form.
5.	Singular value decomposition. Linear systems of equations. Pseudoinverse.

Evaluation criteria for the course

Two partial examinations or final examination

Assessment scale:

Numerical evaluation scale (1-5) will be used on the course

Partial passing:

Completion parts must belong to the same implementation

Study material

Type	Name	Author	ISBN	URL	Edition, availability, ...	Examination material	Language
Book	Matrix Theory with Applications	Goldberg			McGraw-Hill		English
Summary of lectures	Matrix Algebra 1	Seppo Pohjolainen			Home page		English

Correspondence of content

More precise information per implementation

	Description	Methods of instruction	Implementation
Implementation 1			Contact teaching: 0 % Distance learning: 0 % Self-directed learning: 0 %

Last modified	19.08.2008
Modifier	Seppo Pohjolainen