CHANGELOG
Changelog of the notes.
Each version follows the Conventional Commits structure. For more information on this, see: Conventional Commits.
Table of Contents
v1.2.1
- PR #2 fix(numerical-linear-algebra): typo in BiCGSTAB
- First contribution: @emiliodallatorre
v1.2.0
- add
Exams- add
Year 2024- add
January 23
- add
- add
v1.1.0
- add
Exams- add
Year 2024- add
July 03 - add
June 17
- add
- add
v1.0.0
- add
Correlated Projectsin the Preface section
v0.8.0
- add
Direct Methods for Linear Systems- add
LU Factorization - add
Gaussian elimination - add
Cholesky Factorization - add
Pivoting- add
Pivoting by rows (partial pivoting) - add
Complete Pivoting
- add
- add
Fill-In
- add
v0.7.0
- add
Domain Decomposition Methods- add
Introduction - add
Overlapping Subdomains- add
Alternating Schwarz Method - add
Discretized Schwarz Methods- add
Multiplicative Schwarz method - add
Additive Schwarz method
- add
- add
Many Overlapping Subdomains - add
Coloring Technique
- add
- add
Non-Overlapping Subdomains- add
Introduction - add
The Schur Complement - add
Many Non-Overlapping Subdomains
- add
- add
v0.6.0
- add
BiConjugate Gradient (BiCG) and BiCGSTAB method - add
Generalized Minimum Residual (GMRES) method
v0.5.0
- add
Multigrid method- add
Idea of MG methods - add
How it works- add
Coarse Grids - add
Correction - add
Interpolation Operator - add
Restriction Operator - add
Two-Grid Scheme - add
V-Cycle Scheme
- add
- add
Classical Algebraic Multigrid (AMG)
- add
v0.4.0
- add
Numerical methods for overdetermined linear systems and SVD- add
Overdetermine systems and Least Squares - add
Singular Value Decomposition (SVD)
- add
v0.3.0
- add
Solving large scale eigenvalue problems- add
Eigenvalue problems - add
Power method- add
Deflation method
- add
- add
Inverse power method- add
Inverse power method with shift
- add
- add
QR Factorization- add
Schur decomposition applied to QR algorithm - add
Hessenberg applied to QR algorithm
- add
- add
Lanczos method
- add
v0.2.0
- add
Iterative methods for linear systems of equations- add
Why not use the directive methods? - add
Linear iterative methods- add
Definition - add
Jacobi method - add
Gauss-Seidel method - add
Convergence of Jacobi and Gauss-Seidel methods - add
The stationary Richardson method
- add
- add
Stopping Criteria - add
Preconditioning techniques- add
Preconditioned Richardson method
- add
- add
Gradient method - add
Conjugate Gradient method - add
Krylov-space
- add
v0.1.0
- add CHANGELOG.md
- add
Introductiontopic - add
Notationtopic - add
Matrix Operationstopic - add
Basic matrix decompositiontopic - add
Determinantstopic - add
Sparse matricestopic- add
Storage schemestopic
- add