Numerical Linear Algebra (EN.553.385) Spring 2022 Schedule

DayDateTopicNotes
MJan 241.1, introduction, preliminaries
WJan 261.2, computer arithmetic
ThJan 27MATLAB tutorial
FJan 281.2, computer arithmetic
MJan 311.2, sources of error, error propagation
WFeb 21.3 algorithms
FFeb 41.3 convergence & stabilityHW1
MFeb 76.3 vector spaces & matrices
WFeb 96.3 vector spaces & matrices
FFeb 116.4 determinants
MFeb 147.1 norms of vectors & matrices
WFeb 167.1 norms of vectors & matrices
FFeb 187.2 eigenvalues & eigenvectorsHW2
MFeb 217.2 eigenvalues & eigenvectors
WFeb 236.1 linear systems of equations
FFeb 25MIDTERM EXAMCovers all material before Feb. 25
MFeb 286.1 linear systems of equations
WMarch 26.2 pivoting strategies
FMarch 46.2 pivoting strategiesHW3
SuMarch 6 Last day to drop course
MMarch 76.5 matrix factorization
WMarch 96.5 matrix factorization
FMarch 116.5 matrix factorizationHW4
MMarch 147.3 Jacobi & Gauss-Seidel iteration
WMarch 167.3 Jacobi & Gauss-Seidel iteration
FMarch 187.3 Jacobi & Gauss-Seidel iterationHW5
MMarch 21Spring break
WMarch 23Spring break
FMarch 25Spring break
MMarch 287.4 relaxation techniques and SOR algorithm
WMarch 307.4 relaxation techniques and SOR algorithm
FApril 19.1 eigenvalues and first decompositions HW6
MApril 49.1 eigenvalues and first decompositions
WApril 69.1 Power method, inverted power method
FApril 89.2 QR decomposition
MApril 119.3 QR decomposition: Householder method
WApril 139.3 QR decomposition: Hessenberg methodHW7
FApril 159.3 Krylov subspaces and Arnoldi algorithms
MApril 189.5 Krylov subspaces and Arnoldi algorithms
WApril 209.5 Krylov subspaces and Arnoldi algorithms HW8
FApril 229.6: singular value decomposition: theory
MApril 259.6: singular value decomposition: theory
WApril 279.6: singular value decomposition: applications
WApril 27MIDTERM RETAKE (Hodson 213, 6pm-7pm) Covers all material before April 1
FApril 299.6: singular value decomposition: numericsFinal HW