Why in Jacobi eigenvalues algorithm is is important to minimize $||B-A||_F^2$?
Where $B = J^T A J$.
"Matrix Computations" by Colub and Van Loan tells it at 8.4.2. Also you can find it here Jacobi Methods at the beginning of page 3.
Why in Jacobi eigenvalues algorithm is is important to minimize $||B-A||_F^2$?
Where $B = J^T A J$.
"Matrix Computations" by Colub and Van Loan tells it at 8.4.2. Also you can find it here Jacobi Methods at the beginning of page 3.
Copyright © 2021 JogjaFile Inc.