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Preconditioner
Overview of Iterative Linear System Solver Packages
A Geometric Theory for Preconditioned Inverse Iteration. III: a Short and Sharp Convergence Estimate for Generalized Eigenvalue Problems
16 Preconditioning
Numerical Linear Algebra Solving Ax = B , an Overview Introduction
Preconditioned Inverse Iteration and Shift-Invert Arnoldi Method
Preconditioning the Coarse Problem of BDDC Methods—Three-Level, Algebraic Multigrid, and Vertex-Based Preconditioners
The Preconditioned Conjugate Gradient Method with Incomplete Factorization Preconditioners
Performance of H-Lu Preconditioning for Sparse Matrices
An Introduction to Preconditioners
Chapter 9 PRECONDITIONING
A New Preconditioning Technique for Solving Large Sparse Linear Systems
HYPRE: High Performance Preconditioners
GMRES Convergence Bounds for Eigenvalue Problems
Iterative Methods for Solving Large-Scale Eigenvalue Problems
Block Locally Optimal Preconditioned Eigenvalue Xolvers BLOPEX
Rayleigh Quotient Iteration and Simplified Jacobi-Davidson Method
Preconditioned Stochastic Gradient Descent Xi-Lin Li
Machine Learning-Aided Numerical Linear Algebra: Convolutional Neural Networks for the Efficient Preconditioner Generation
Top View
Conjugate Gradient Type Methods and Preconditioning
A Sparse Approximate Inverse Preconditioner for the Conjugate Gradient Method* † ‡ § Michele Benzi , Carl D
Iterative Solvers
Rayleigh Quotient Iteration and Simplified Jacobi-Davidson with Preconditioned Iterative Solves for Generalised Eigenvalue Problems
Stabilized and Block Approximate Inverse Preconditioners for Problems in Solid and Structural Mechanics
Ssai: a Symmetric Sparse Approximate Inverse Preconditioner for the Conjugate Gradient Method
Locally Optimal Block Preconditioned Conjugate Gradient Method for Hierarchical Matrices
Exercise 10: Preconditioning 1
Convolutional Neural Networks for the Efficient Preconditioner Generation
Lawrence Berkeley National Laboratory Recent Work
Implementation of a Preconditioned Eigensolver Using Hypre
An Algebraic Preconditioner Based on Properties of the Skew- Hermitian Part of the Linear Systems Arising from the Discretization of the E-Field Integral Equation G
Adaptive Precision in Block-Jacobi Preconditioning for Iterative Sparse Linear System Solvers
HYPRE: High Performance Preconditioners
Preconditioning
BALANCING DOMAIN DECOMPOSITION by CONSTRAINTS and PERTURBATION Santiago Badia, Hieu Nguyen
Parallel Solution of Large Sparse Linear Systems by a Balance Scheme Preconditioner
Preconditioning of Linear Least Squares by Robust Incomplete Factorization for Implicitly Held Normal Equations ∗
A Randomized Algorithm for Preconditioner Selection
An Introduction to the Conjugate Gradient Method Without the Agonizing Pain 1 Edition 1 4 Jonathan Richard Shewchuk August 4, 1994
Lecture 8: Accelerating SGD with Preconditioning and Adaptive Learning Rates
New Preconditioning Strategies for Eigenvalue Problems
A Geometric Theory for Preconditioned Inverse Iteration: IV: on the Fastest Convergence Cases
Numerical Linear Algebra for High Performance Computing
Preconditioned Eigensolver LOBPCG in Hypre and Petsc
AMS526: Numerical Analysis I (Numerical Linear Algebra) Lecture 24: Preconditioning and Multigrid Solver
PRECONDITIONED EIGENSOLVERS—AN OXYMORON?* 1. Preconditioners and Eigenvalue Problems. in Recent Decades, the Study of Precon
A BDDC Preconditioner for Saddle Point Problems
Preconditioned Eigensolver Convergence Theory in a Nutshell
Solvers for Sparse Linear Systems
A Comparison of Factorization-Free Eigensolvers with Application to Cavity Resonators
Chapter F11 Sparse Linear Algebra Contents
BDDC Preconditioning for High-Order Galerkin Least Squares Methods Using Inexact Solvers
Solving Finite Element Systems with Hypre and Z88
A New MATLAB Interface to Muelu
Preconditioning Techniques for Large Linear Systems: a Survey
Latest and Previous General Andbeta Distributions As Well As Documentation
Ssai: a Symmetric Sparse Approximate Inverse Preconditioner for the Conjugate Gradient Methods Pcg and Pcgls
Block Locally Optimal Preconditioned Eigenvalue Xolvers (BLOPEX)
Preconditioning for Accurate Solutions of Linear Systems and Eigenvalue Problems ∗
Preconditioned Techniques for Large Eigenvalue Problems
Preconditioned Conjugate Gradient Solver for Structrual
The Preconditioned Inverse Iteration for Hierarchical Matrices
Using Random Projections to Accelerate Numerical Linear Algebra with the NAG Library Philip Maybank Lawrence Mulholland (Numerical Algorithms Group)
Block Preconditioners for Coupled Physics Problems∗
Lecture # 20 the Preconditioned Conjugate Gradient Method We
Extending and Evaluating Fault-Tolerant Preconditioned Conjugate Gradient Methods
Blendenpik: Supercharging Lapack's Least-Squares Solver
Hypre: a Library of High Performance Preconditioners 633
A Survey of Low-Rank Updates of Preconditioners for Sequences of Symmetric Linear Systems