Open Access
An efficient parallel blocking algorithm design for reducing a symmetric matrix into tridiagonal form
高晋芳
- 01 Jan 2006
2
About: The article was published on 01 Jan 2006. and is currently open access. The article focuses on the topics: Tridiagonal matrix & Band matrix.
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Citations
An efficient parallel algorithm design for symmetric triple diagonal eigenvalue
Chen Changhua,Li Bin +1 more
- 24 Oct 2011
TL;DR: This paper provides a one-side Jacobi parallel algorithm for symmetric triple diagonal eigenvalue, which has high efficiency by theoretical analysis and computation simulation.
2
Eigenvalue solution of sparse matrix based on MPETSc
Rong Gu
- 26 Sep 2023
TL;DR: A series of optimizations for algorithms and computational processes to improve their stability, computational efficiency, and parallel scalability are made and the algorithm is made suitable for solving the eigenvalues of a large-scale sparse matrix in a parallel computing environment.
References
An efficient parallel algorithm design for symmetric triple diagonal eigenvalue
Chen Changhua,Li Bin +1 more
- 24 Oct 2011
TL;DR: This paper provides a one-side Jacobi parallel algorithm for symmetric triple diagonal eigenvalue, which has high efficiency by theoretical analysis and computation simulation.
2