Math 211
Index of Hand-outs
(Term 2)
Index of Term 1 Handouts
Date
No.
Title
09 Jan 12
*
Review/Preview (2pp)
*
The Lagrange Interpolation Formula (2pp.)
12 Jan 12
*
The Lagrange Interpolation Polynomial (Matrix Method)
*
The Least Square Method
17 Jan 12
*
The Geometry of R^n (2pp.)
19 Jan 12
*
Two Distance Problems
*
Orthogonal Projection;
see also
Maple graph
*
Solution of the Two Distance Problems
23 Jan 12
*
Orthogonal Projection Examples (2pp)
*
Review of Linear Independence (2pp)
25 Jan 12
*
The Gram-Schmidt Orthogonalization Procedure
*
Orthogonal Matrices
26 Jan 12
*
Fourier Approximation
30 Jan 12
*
The Fourier Aproximation of f(x) = 1 - x/Pi (graph)
*
The Rabbit Problem
01 Feb 12
*
Matrix Polynomials
*
Review of Diagonalization
02 Feb 12
*
Diagonalization Theorems (2pp.)
03 Feb 12
*
Evaluating Matrix Polynomials Method I (Diag. case)
06 Feb 12
*
Jordan Blocks
*
The Jordan Canonical Form
*
Evaluating Matrix Polynomials Method I (Non-Diag. case)
08 Feb 12
*
Evaluating Matrix Polynomials - Method II
09 Feb 12
*
The Generalized Remainder Formula
*
Finding rem(f,g): an example (2pp.)
13 Feb 12
---
The Lagrange-Sylvester Interpolation Formula
(for info only)
15 Feb 12
*
Evaluating Matrix Polynomials - Method III
*
Comparison of the Three Methods
*
Discrete Linear Systems
16 Feb 12
*
The Cost of Breeding Rabbits
27 Feb 12
*
Fibonacci Numbers
*
Phyllotaxis
*
Difference Equations as Discrete Linear Systems
29 Feb 12
*
The Golden Section
*
Markov Chains as Discrete Linear Systems
*
A Rat Maze (2pp.)
01 Mar 12
09
Tutorial: Linear Algebra Review
10/11
Tutorial: Linear Algebra Review (MAPLE)
12
Tutorial 1: Problems
07 Mar 12
*
Algebraic and Geometric Multiplicities
*
The Direct Sum of Subspaces
08 Mar 12
*
The Invariance Property
12 Mar 12
*
The Jordan Canonical Form
14 Mar 12
*
The Jordan Canonical Form: Examples (2pp)
15 Mar 12
*
Generalized Eigenvectors (4pp)
21 Mar 07
*
Powers of Complex Numbers (2pp)
22 Mar 12
*
Power Convergent Matrices (Special Cases)
26 Mar 12
*
Power Convergent Matrices
29 Mar 12
*
Simple Eigenvalues
02 Apr 12
*
Stochastic Matrices and Markov Chains
*
Primitive Stochastic Matrices
04 Apr 12
*
Shipping of Commodities (2 pages)
*
A Rat Maze II (2 pages)
11 Apr 12
13/14
Tutorial Problems 2 (2 pages)
Index of Term 1 Handouts
   
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