Pages that link to "Item:Q2866223"
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The following pages link to 2-norm error bounds and estimates for Lanczos approximations to linear systems and rational matrix functions (Q2866223):
Displaying 11 items.
- Error bounds and estimates for Krylov subspace approximations of Stieltjes matrix functions (Q329011) (← links)
- Matrices, moments and quadrature. II: How to compute the norm of the error iterative methods (Q1371672) (← links)
- Critical points and error rank in best \(H_2\) matrix rational approximation of fixed McMillan degree (Q1384656) (← links)
- Verified error bounds for linear systems through the Lanczos process (Q1971079) (← links)
- Euclidean-Norm Error Bounds for SYMMLQ and CG (Q3119539) (← links)
- An inexact shift‐and‐invert Arnoldi algorithm for Toeplitz matrix exponential (Q3466267) (← links)
- Sharp 2-Norm Error Bounds for LSQR and the Conjugate Gradient Method (Q5146695) (← links)
- Error Bounds for Lanczos-Based Matrix Function Approximation (Q5863878) (← links)
- Krylov-Aware Stochastic Trace Estimation (Q6094742) (← links)
- A New ParaDiag Time-Parallel Time Integration Method (Q6154929) (← links)
- A posteriori error bounds for the block-Lanczos method for matrix function approximation (Q6664396) (← links)