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Numerical Computation
Welcome
Syllabus
Tips
Slides
2023-01-20 First Day
2023-01-23 Functions
2023-01-25 Function errors
2023-01-27 Conditioning
2023-01-30 Rootfinding
2023-02-01 Convergence classes
2022-02-03 Newton methods
2023-02-06 More Newton
2023-02-08 Formulation
2023-02-10 Stability
2023-02-13 Linear Algebra
2023-02-15 Projections, rotations, and reflections
2023-02-17 Gram-Schmidt
2023-02-20 QR Factorization
2023-02-22 QR Stability
2023-02-24 Householder QR
2023-02-27 QR Retrospective
2023-03-01 Singular Value Decomposition
2023-03-03 SVD Geometry
2023-03-06 Low Rank
2023-03-08 Polynomial Interpolation
2023-03-10 Global and Piecewise Interpolation
2023-03-13 Spline interpolation
2023-03-15 Higher dimensions
2023-03-17 Noisy data
2023-03-20 Regression
2023-03-22 Beyond Linear Models
2023-03-24 Gradient Descent
2023-04-03 Nonlinear Regression
2023-04-05 Differentiation
2023-04-07 Optimization
2023-04-12 Integration
2023-04-14 Quadrature
2023-04-17 Transformed Quadrature
2023-04-19 Differential Equations
2023-04-21 Stiff equations
2023-04-24 Adaptivity
Careers in numerical computation
Bonus: Waves and sparse linear algebra
Fast transforms
Model-based Inference
repository
open issue
Index
