Jacobi-Calculator
This calculator uses the Jacobi-Transformation algorithm to compute the eigenvalues and eigenvectors of a symmetric matrix. A visual explanation of the workings of the algorithm can be found in this video.
To find eigenvalues and eigenvectors, click on non-zero off-diagonal elements until a diagonal matrix remains. The eigenvectors table then contains a set of orthonormal eigenvectors.
Display digits: |
Symmetric matrix
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Eigenvectors
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Create a new matrix
To create an store a symmetric matrix, use the table creator function in the Gauß-calculator, then return to this calculator with the same id or using the link provided on the Gauß-calculator page.
Create a reandom matrix with rows.