In this paper we prove the global convergence of the complex Jacobi method for Hermitian
matrices for a large class of generalized serial pivot strategies. For a given Hermitian matrix …

The paper considers the convergence of the complex block Jacobi diagonalization methods
under the large set of the generalized serial pivot strategies. The global convergence of the …

The Eberlein method is a Jacobi-type process for solving the eigenvalue problem of an
arbitrary matrix. In each iteration two transformations are applied on the underlying matrix, a …

The paper studies the global convergence of the Jacobi method for symmetric matrices of
size 4. We prove global convergence for all 720 cyclic pivot strategies. Precisely, we show …

The paper analyzes special cyclic Jacobi methods for symmetric matrices of order 4. Only
those cyclic pivot strategies that enable full parallelization of the method are considered …

The paper considers a Jacobi-type method for solving the generalized eigenvalue problem
Ax= λBx, where A and B are complex Hermitian matrices and B is positive definite. The …

Sažetak U ovom radu prikazali smo Jacobijevu metodu za hermitske matrice reda 4
definiranu općom cikličkom pivotnom strategijom. Uveli smo relacije ekvivalencije\(\sim …