Handouts/Lecture Notes

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Date	Topic
Dec 9	The Simplex Method
Dec 4	Linear Programming
Dec 2	Variational Problems Ordinary Differential Equations (optional) Boundary-Value Problems (optional)
Nov 20	Calculus of Variations
Nov 18	Lagrange Multipliers Conjugate Gradient Method (optional)
Nov 13	Nonlinear Optimization
Nov 11	Fourier Series
Nov 6	Orthogonal Polynomials
Nov 4	Data Fitting
Oct 30	Singular Value Decomposition
Oct 28	Solution of Linear Equations
Oct 23	Polynomial Multiplication and Fast Fourier Transform Polynomial Division and Greatest Common Divisor (optional)
Oct 21	Evaluation of Polynomials Roots of Polynomials Polynomial Interpolation (optional)
Oct 14	Solution of Nonlinear Equations Convergence Rates on Root Finding (optional)
Oct 9	Gaussian Curvature
Oct 7	Surface Curvature
Oct 2	Surfaces
Sep 30	Algebraic Curves
Sep 25	Arbitrary-Speed Curves
Sep 23	Closed Curves and Space Curves
Sep 18	Curvature
Sep 16	Curves
Sep 11	Quaternions and Rotations
Sep 9	Rotations in the Space
Sep 4	Classification of Projections
Sep 2	Perspective Projection
Aug 28	Homogeneous Coordinates of Space Projective Transformations
Aug 26	Planar Transformations Homogeneous Coordinates