Date 
No. 
Title 
09 Jan 18  *

Review/Preview (2pp)

 *

The Lagrange Interpolation Formula (2pp.)

12 Jan 18  *

The Lagrange Interpolation Polynomial
(Matrix Method)

16 Jan 18  *

The Least Square Method

18 Jan 18  *

The Geometry of R^n (2pp.)

19 Jan 18  *

Two Distance Problems

23 Jan 18  *

Orthogonal Projection;
see also Maple graph

 *

Solution of the Two Distance Problems

 *

Orthogonal Projection Examples (2pp)

25 Jan 18  *

Review of Linear Independence (3pp)

30 Jan 18  *

Linear Algebra Commands in MAPLE
(comparing the linalg/LinearAlgebra packages) (4pp.)

 *

Orthogonal Vectors and Orthogonal Projection

 *

The GramSchmidt Orthogonalization Procedure

 *

Orthogonal Matrices

01 Feb 18  *

Fourier Approximation

 *

The Fourier Aproximation of f(x) = 1  x/Pi
(graph)

02 Feb 18  *

The Rabbit Problem

 *

Matrix Polynomials

06 Feb 18  *

Review of Diagonalization

08 Feb 18  *

Diagonalization Theorems (2pp.)

 *

Evaluating Matrix Polynomials Method I
(Diag. case)

9 Feb 18  *

Jordan Blocks

 *

The Jordan Canonical Form

 *

Evaluating Matrix Polynomials Method I
(NonDiag. case)

13 Feb 14  *

Evaluating Matrix Polynomials  Method II

15 Feb 18  *

Finding rem(f,g): an example (2pp.)

16 Feb 18  *

The Generalized Remainder Formula

 *

The LagrangeSylvester Interpolation
Formula
(for info only)
