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Created by Georgie D'Sanson
about 5 years ago
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r1 < 0 < r2
(real and distinct eigenvalues r1, r2)
0 < r1 < r2
(real and distinct eigenvalues r1, r2)
r1 < r2 < 0
(real and distinct eigenvalues r1, r2)
λ = 0
(r1,r2 are complex conjugates r1 = λ + iμ)
λ > 0
(r1,r2 are complex conjugates r1 = λ + iμ)
λ < 0
(r1,r2 are complex conjugates r1 = λ + iμ)
r > 0
(r1 = r2, 1 linearly independent eigenvector)
r < 0
(r1 = r2, 1 linearly independent eigenvector)
r > 0
(r1 = r2, 2 linearly independent eigenvectors)
r < 0
(r1 = r2, 2 linearly independent eigenvectors)
