https://orcid.org/0000-0002-3213-1465
References
- Drmač Z, Veselić K. New fast and accurate Jacobi SVD algorithm I. SIAM J Matrix Anal Appl. 2008;29(4):1322–1342.
- Drmač Z, Veselić K. New fast and accurate Jacobi SVD algorithm II. SIAM J Matrix Anal Appl. 2008;29(4):1343–1362.
- Demmel J, Veselić K. Jacobi's method is more accurate than QR. SIAM J Matrix Anal Appl. 1992;13(4):1204–1245.
- Fernando KV. Linear convergence of the row cyclic Jacobi and Kogbetliantz methods. Numer Math. 1989;56:73–91.
- Hari V. On sharp quadratic convergence bounds for the serial Jacobi methods. Numer Math. 1991;60:375–406.
- Hari V, Begović Kovač E. Convergence of the cyclic and quasi-cyclic block Jacobi methods. Electron Trans Numer Anal. 2017;46:107–147.
- Sameh AH. On Jacobi and Jacobi-like algorithms for parallel computer. Math Comp. 1971;25:579–590.
- Luk FT, Park H. On parallel Jacobi orderings. SIAM J Sci Stat Comput. 1989;10(1):18–26.
- Novaković V. A hierarchically blocked Jacobi SVD algorithm for single and multiple graphics processing units. SIAM J Sci Comput. 2015;37(1):C1–C30.
- Zimmermann K. On the convergence of the Jacobi process for ordinary and generalized Eigenvalue problems [dissertation]. ETH Zürich; 1965.
- Hari V. On the convergence of cyclic Jacobi-like processes. Linear Algebra Appl. 1986;81:105–127.
- Henrici P, Zimmermann K. An estimate for the norms of certain cyclic Jacobi operators. Linear Algebra Appl. 1968;1(4):489–501.
- Forsythe GE, Henrici P. The cyclic Jacobi method for computing the principle values of a complex matrix. Trans Amer Math Sot. 1960;94:1–23.
- Hari V. Complex Cholesky–Jacobi algorithm for PGEP. To appear in AIP conference proceedings of international conference of numerical analysis and applied mathematics (ICNAAM 2018).
- Hari V. Globally convergent Jacobi methods for positive definite matrix pairs. Numer Algor. 2018;79(1):221–249.
- Hari V. On block Jacobi annihilators. Proceedings of ALGORITMY; 2009:429–439.
- Hari V. Convergence to diagonal form of block Jacobi-type methods. Numer Math. 2015;129(3):449–481.
- Shroff G, Schreiber R. On the convergence of the cyclic Jacobi method for parallel block orderings. SIAM J Matrix Anal Appl. 1989;10(3):326–346.
- Begović E. Convergence of block Jacobi methods [dissertation]. University of Zagreb; 2014.
- Hari V. On the global convergence of the Eberlein method for real matrices. Numer Math. 1982;39:361–369.
- Mascarenhas WF. On the convergence of the Jacobi method for arbitrary orderings. SIAM J Matrix Anal Appl. 1995;16(4):1197–1209.
- Veselić K. A Jacobi eigenreduction algorithm for definite matrix pairs. Numer Math. 1993;64(1):241–269.
- Novaković V, Singer S, Singer S. Blocking and parallelization of the Hari–Zimmermann variant of the Falk–Langemeyer algorithm for the generalized SVD. Parallel Comput. 2015;49:136–152.
- Hari V. The complex Falk–Langemeyer method. Numer Algor. 2019. doi:10.1007/s11075-019-00689-8
- Hari V. On cyclic Jacobi methods for the positive definite generalized Eigenvalue problem [dissertation]. University of Hagen; 1984.