MSC2020 · 65Fxx

Numerical linear algebra

2 mapped entries · Browse and filter all →

Counts include all statuses and descendants. Classifications are editorial or inferred from community fields, not an AMS assessment of the problem.

Subcategories

65F05Direct numerical methods for linear systems and matrix inversion0 65F08Preconditioners for iterative methods0 65F10Iterative numerical methods for linear systems0 65F15Numerical computation of eigenvalues and eigenvectors of matrices0 65F18Numerical solutions to inverse eigenvalue problems0 65F20Numerical solutions to overdetermined systems, pseudoinverses0 65F22Ill-posedness and regularization problems in numerical linear algebra0 65F25Orthogonalization in numerical linear algebra0 65F35Numerical computation of matrix norms, conditioning, scaling0 65F40Numerical computation of determinants0 65F45Numerical methods for matrix equations0 65F50Computational methods for sparse matrices0 65F55Numerical methods for low-rank matrix approximation; matrix compression0 65F60Numerical computation of matrix exponential and similar matrix functions0 65F99Numerical linear algebra0

Mapped problems

OP-11898Algorithms and data structuresStatus unassessed

Algorithms for analyzable linear-system benchmark families

Algorithms for analyzable linear-system benchmark families. Current research status is unassessed. The dated source poses this question; inclusion does not certify that it remains open today.

Simons Workshop — Linear Systems and Eigenvalue Problems· Source question · editorial summary· 2026

OP-11897Algorithms and data structuresStatus unassessed

Reproducible parameterized linear-system benchmarks

Reproducible parameterized linear-system benchmarks. Current research status is unassessed. The dated source poses this question; inclusion does not certify that it remains open today.

Simons Workshop — Linear Systems and Eigenvalue Problems· Source question · editorial summary· 2026

Journals & articles in MSC 65

These are selected sources for the parent class. Article coverage is a first reviewed selection, and may not cover this exact subcategory.

Acta Numerica ↗

Cambridge University Press

Surveys in numerical analysis

SIAM Review ↗

SIAM

Applied and computational mathematics reviews

Randomized numerical linear algebra: Foundations and algorithms
2020 · 0 questions extracted

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