Eigenvalues and eigenvectors: Difference between revisions

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References: Remove bogus citation to "Illuminating Patterns of Perception"
m Eigenvalues of geometric transformations: “mult.” stands for “multiplicity”
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| <math>\lambda_1 = e^\varphi</math><br /><math>\lambda_2 = e^{-\varphi}</math>,
|-
! Algebraic {{abbr|mult.|multiplicationmultiplicity}},<br /><math>\mu_i = \mu(\lambda_i)</math>
| <math>\mu_1 = 2</math>
| <math>\mu_1 = 1</math><br /><math>\mu_2 = 1</math>
Line 621:
| <math>\mu_1 = 1</math><br /><math>\mu_2 = 1</math>
|-
! Geometric {{abbr|mult.|multiplicationmultiplicity}},<br /><math>\gamma_i = \gamma(\lambda_i)</math>
| <math>\gamma_1 = 2</math>
| <math>\gamma_1 = 1</math><br /><math>\gamma_2 = 1</math>