Spring 2014

This schedule is subject to change.

Date Topic
Wed 1/15
1.1 Introduction, systems of linear equations
Fri 1/17
1.2 Row reduction
Mon 1/20
MLK Day
Wed 1/22
1.3 Vectors
Fri 1/24
1.4 Matrix multiplication, 1.5 Solution sets
Mon 1/27
More 1.5 Solution sets, 1.6/1.10 Applications
Wed 1/29
1.7 Linear independence
Fri 1/31
1.8 Linear transformations
Mon 2/3
1.9 More linear transformations
Wed 2/5
2.1 Matrix operations
Fri 2/7
2.2 Matrix inverses
Mon 2/10
2.3 Invertible matrices
Wed 2/12
No class meeting - read 2.6 Leontief input-output model
Fri 2/14
3.1 Determinants
Mon 2/17
3.2 Properties of determinants, 3.3 Volume
Wed 2/19
Catch up, review
Fri 2/21
First exam
Mon 2/24
4.1 Vector spaces
Wed 2/26
4.2 Linear transformations and subspaces
Fri 2/28
4.3 Bases
Mon 3/3
4.4 Coordinate systems
Wed 3/5
4.5 Dimension
Fri 3/7
4.6 Rank
Mon 3/10
Spring Break
Wed 3/12
Fri 3/14
Mon 3/17
4.7 Change of basis
Wed 3/19
4.9 Markov chains
Fri 3/21
5.1 Eigenvectors and eigenvalues
Mon 3/24
5.2 Characteristic equation
Wed 3/26
5.3 Diagonalization
Fri 3/28
5.4 Linear transformations and eigenvectors
Mon 3/31
Catch up, review
Wed 4/2
5.5 Complex eigenvalues
Fri 4/4
Second exam
Mon 4/7
5.7 Differential equations
Wed 4/9
6.1 Inner products
Fri 4/11
6.2 Orthogonal sets
Mon 4/14
6.3 Orthogonal projection
Wed 4/16
6.5/6.6 Least squares and applications
Fri 4/18
Easter Break
Mon 4/21
6.7 Inner product spaces
Wed 4/23
7.1 Symmetric matrices
Fri 4/25
7.2 Quadratic forms
Mon 4/28
Summary, review