Mathematics · Level 2 of 5
Eigenvalue
The scalar by which a matrix scales an associated eigenvector.
Eigenvalues can be complex even for real matrices.
Example
A transformation multiplies a preserved direction by three.
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Eigenvalue. The scalar by which a matrix scales an associated eigenvector. Eigenvalues can be complex even for real matrices. For example: A transformation multiplies a preserved direction by three.
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This notation connects model equations to the calculations implemented in code.
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