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About: Matrix Analysis

Collection type: Course

Course by: Steven J. Cox. E-mail the author

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Name: Matrix Analysis
ID: col10048
Language: English (en)
Summary: Equilibria and the solution of linear and linear least squares problems. Dynamical systems and the eigenvalue problem with the Jordan form and Laplace transform via complex integration.
Collection Subtype: Course
Subject: Mathematics and Statistics
License: Creative Commons Attribution License CC-BY 1.0

Authors: Steven J. Cox (
Copyright Holders: Steven J. Cox (
Maintainers: Steven J. Cox (

Latest version: 1.4 (history)
First publication date: Nov 20, 2001 12:00 am GMT+0
Last revision to collection: Jan 22, 2004 11:09 am US/Central


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Version History

Version: 1.4 Jan 22, 2004 11:09 am US/Central by (Unknown)
Course composer upgrade

Version: 1.3 Oct 16, 2003 2:13 pm GMT-5 by (Unknown)

Version: 1.2 Sep 4, 2003 9:05 am GMT-5 by Brent Hendricks
- Fixed links
- Fixed typo

Version: 1.1 Mar 20, 2003 1:25 pm US/Central by Brent Hendricks
Initial publication

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American Chemical Society (ACS) Style Guide:

Cox, S. Matrix Analysis, OpenStax-CNX Web site., Jan 22, 2004.

American Medical Assocation (AMA) Manual of Style:

Cox S. Matrix Analysis [OpenStax-CNX Web site]. January 22, 2004. Available at:

American Psychological Assocation (APA) Publication Manual:

Cox, S. (2004, January 22). Matrix Analysis. Retrieved from the OpenStax-CNX Web site:

Chicago Manual of Style (Bibliography):

Cox, Steven. "Matrix Analysis." OpenStax-CNX. January 22, 2004.

Chicago Manual of Style (Note):

Steven Cox, "Matrix Analysis," OpenStax-CNX, January 22, 2004,

Chicago Manual of Style (Reference, in Author-Date style):

Cox, S. 2004. Matrix Analysis. OpenStax-CNX, January 22, 2004.

Modern Languages Association (MLA) Style Manual:

Cox, Steven. Matrix Analysis. OpenStax-CNX. 22 Jan. 2004 <>.