The following pages link to Matrix splitting
External toolsShowing 50 items.
View (previous 50 | next 50) (20 | 50 | 100 | 250 | 500)- Iterative method (links | edit)
- Numerical analysis (links | edit)
- System of linear equations (links | edit)
- Cholesky decomposition (links | edit)
- Singular value decomposition (links | edit)
- Matrix decomposition (links | edit)
- QR decomposition (links | edit)
- Moore–Penrose inverse (links | edit)
- Sparse matrix (links | edit)
- List of numerical analysis topics (links | edit)
- LINPACK (links | edit)
- Rayleigh quotient iteration (links | edit)
- Eigenvalue algorithm (links | edit)
- Inverse iteration (links | edit)
- QR algorithm (links | edit)
- Givens rotation (links | edit)
- Strassen algorithm (links | edit)
- Circulant matrix (links | edit)
- LAPACK (links | edit)
- Minimum degree algorithm (links | edit)
- Basic Linear Algebra Subprograms (links | edit)
- Divide-and-conquer eigenvalue algorithm (links | edit)
- Arnoldi iteration (links | edit)
- Conjugate gradient method (links | edit)
- EISPACK (links | edit)
- AMD Core Math Library (links | edit)
- Kaczmarz method (links | edit)
- Krylov subspace (links | edit)
- Lanczos algorithm (links | edit)
- Pseudospectrum (links | edit)
- Horn–Schunck method (links | edit)
- Gauss–Seidel method (links | edit)
- Jacobi method (links | edit)
- Tridiagonal matrix algorithm (links | edit)
- Successive over-relaxation (links | edit)
- Stone's method (links | edit)
- Biconjugate gradient method (links | edit)
- Generalized minimal residual method (links | edit)
- Block matrix pseudoinverse (links | edit)
- Freivalds' algorithm (links | edit)
- Jacobi eigenvalue algorithm (links | edit)
- Preconditioner (links | edit)
- Diagonally dominant matrix (links | edit)
- Bidiagonalization (links | edit)
- Jacobi rotation (links | edit)
- Power iteration (links | edit)
- LU decomposition (links | edit)
- Automatically Tuned Linear Algebra Software (links | edit)
- Numerical linear algebra (links | edit)
- Matrix-free methods (links | edit)