View Proposal #214
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ID | 214 |
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First Name | Kliemann |
Last Name | Wolfgang |
Institution | Iowa State University |
Speaker Category | faculty |
Title of Talk | Linear Differential Equations |
Abstract | Spectral properties of matrices can be characterized in various ways: The algebraic approach via the characteristic polynomial yields the eigenvalues and corresponding (generalized) eigenspaces resulting in the Jordan normal form. The linear-algebraic approach using similarity of matrices again re- sults in a characterization via the Jordan form. Furthermore, the dynamical approach via di |
Subject area(s) | |
Suitable for undergraduates? | Yes |
Day Preference | |
Computer Needed? | |
Bringing a laptop? | |
Overhead Needed? | |
Software requests | |
Special Needs | |
Date Submitted | 4/4/2007 |
Year | 2007 |