- #1
Cloruro de potasio
- 31
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- TL;DR Summary
- Number of iterations required in the Jacobi symmetric matrix diagonalization method
Good Morning,
I am using the Jacobi diagonalization method for symmetric matrices and I have realized that as the number of iterations progresses, the speed with which the larger element (in absolute value) outside the diagonal of the diagonal becomes smaller Matrices are increasing (graphical attachment showing the logarithm of the value of the maximum element (in absolute value) of the matrix together depending on the number of iteration.
I don't understand very well why this happens, can someone help me?
Thank you very much in advance and greetings
I am using the Jacobi diagonalization method for symmetric matrices and I have realized that as the number of iterations progresses, the speed with which the larger element (in absolute value) outside the diagonal of the diagonal becomes smaller Matrices are increasing (graphical attachment showing the logarithm of the value of the maximum element (in absolute value) of the matrix together depending on the number of iteration.
I don't understand very well why this happens, can someone help me?
Thank you very much in advance and greetings