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Words: 484
Articles: 18
Numerical linear algebra develops stable finite algorithms for matrix computations.
Table of contents
484
18
Gaussian elimination
Numerical linear algebra
20
LDL decomposition
Numerical linear algebra
42
Machine precision
Numerical linear algebra
12
Eigenpair residual
Numerical linear algebra
39
1
Backward error of an approximate eigenpair
Eigenpair residual
26
Householder QR decomposition
Numerical linear algebra
19
Householder tridiagonalization
Numerical linear algebra
12
Unshifted QR algorithm
Numerical linear algebra
219
5
Accumulated QR factorization identity
Unshifted QR algorithm
53
Symmetric bandwidth preservation under QR iteration
Unshifted QR algorithm
33
Simultaneous iteration interpretation of the QR algorithm
Unshifted QR algorithm
87
1
Two-column dominant-subspace condition
Simultaneous iteration interpretation of the QR algorithm
60
Block deflation in the QR algorithm
Unshifted QR algorithm
26
Stationary iterative method for a linear system
Numerical linear algebra
111
4
Matrix splitting
Stationary iterative method for a linear system
40
1
Householder-John theorem
Matrix splitting
32
Jacobi method
Stationary iterative method for a linear system
45
1
Jacobi convergence for a symmetric positive-definite tridiagonal matrix
Jacobi method
28
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Numerical analysis
Analysis
Area of mathematics
Mathematics
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