Dr Peter Schuster
Tutor information is taken from the Module Catalogue
R. Kaye, R. Wilson,
, Oxford University Press, Oxford, 1998.
This book is closest to the style of the lectures: that is, quite "pure" and formal. It covers pretty much the whole course.
(actual title is Schaum's outline of theory and problems of linear algebra), McGraw-Hill, 1991.
There are a number of different editions; the Third edition covers pretty much the whole course. The book seems very nice: there are lots and lots of examples, and some revision of what you should already know. The downside is that the book is hence very long: maybe it would be best to dip into to find extra examples.
S. I. Grossman,
Elementary linear algebra
, Saunders College Publishing, 1994.
This doesn't cover the "inner product" section of the course. Like the Lipschutz book, it's long, because it goes slowly and contains loads of examples.
algebra : an introduction
, Van Nostrand Reinhold (U.K), 1982.
R.B.J.T. Allenby, Linear algebra , Edward Arnold, 1995.
This doesn't really cover the syllabus of this course, but it's useful for revision of 1st year material.
This list was last updated on 27/09/2011