Linear Algebra (Siefken) · free preview
Eigenvalues and Eigenvectors
Eigenvalues and Eigenvectors
1. Overview
Overview
2. Finding Eigenvectors
Finding Eigenvectors
3. Characteristic Polynomial
Characteristic Polynomial
4. Using the Characteristic Polynomial to find Eigenvalues
Using the Characteristic Polynomial to find Eigenvalues
5. Transformations without Eigenvectors
Transformations without Eigenvectors
6. Visualizing Eigenvectors
Visualizing Eigenvectors
7. Uniform Scaling
Uniform Scaling
8. Stretch along an Axis
Stretch along an Axis
9. Reflection
Reflection
10. Shear
Shear
11. Projection
Projection
12. Rotation
Rotation
13. In your own words
In your own words, state the single most important definition or theorem of this section, and explain what it says.
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