Date of Submission

Spring 2011

Academic Program

Mathematics

Advisor

Mark Halsey

Abstract/Artist's Statement

This project is intended to supply an introductory explanation of how basic linear algebra operations work over a non-commutative division ring. Specifically it addresses these topics using the Quaternions as a basis for understanding linear algebra over skew fields. The project focuses on solving a system of linear equations over the Quaternions and determining when a matrix over the Quaternions is invertible.

Distribution Options

Access restricted to On-Campus only

Creative Commons License

Creative Commons License
This work is licensed under a Creative Commons Attribution-Share Alike 3.0 License.

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