Lectures	Sections in Text	Brief Description
F 6/20	1.1-1.2	Systems of Linear Equations; Row Reduction and Echelon Forms
M 6/23	1.3-1.4	Vector Equations; The Matrix Equation Ax=b
W 6/25	1.5	Solution Sets of Linear Systems
Th 6/26 (x-hour)	Handout (on Blackboard)	Writing Proofs
F 6/27	1.7	Linear Independence
M 6/30	1.8, 1.9	Linear Transformations; The Matrix of a Linear Transformation
W 7/2	1.9, 2.1	The Matrix of a Linear Transformation; Matrix Operations; [last day to add course; last day to drop without 'W' (till 4pm)]
Th 7/3 (x-hour)	2.1, 2.2	Matrix Operations; the Inverse of a Matrix
F 7/4		no class today
M 7/7	2.2, 2.3	The Inverse of a Matrix; Characterizations of Invertible Matrices
W 7/9		Applications
Th 7/10 (x-hour)		Exam 1
F 7/11	4.1	Vector Spaces and Subspaces
M 7/14	4.2	Null spaces, column spaces, and linear transformations
W 7/16	4.3	Linearly independent sets, bases (Guest lecture)
Th 7/17 (x-hour)		Proofs
F 7/18	4.4	Coordinate systems
M 7/21	4.5-4.6	The dimensions of a vector space; rank
W 7/23	4.7	Change of basis
Th 7/24 (x-hour)	4.9	Applications of Markov chains
F 7/25	5.1	Eigenvectors and Eigenvalues (Guest lecture)
M 7/28	5.2	The characteristic equation
W 7/30		Exam 2
Th 7/31 (x-hour)	5.3	Diagonalization
F 8/1		no class today
M 8/4	5.4	Eigenvectors and linear transformations
W 8/6	5.5	Complex Eigenvalues (Guest lecture)
Th 8/7 (x-hour)	6.1	Inner Product, length, and orthogonality
F 8/8	6.2	Orthogonal sets
M 8/11	6.3	Orthogonal projections
W 8/13	6.4	The Gram-Schmidt process
Th 8/14 (x-hour)	6.5-6.6	Least-squares problems; applications to linear models
F 8/15	7.1	Diagonalization of symmetric matrices
M 8/18		Applications (Guest lecture)
W 8/20		Review
F 8/22		Last day to alter grade limit filed under NRO
Su 8/24		Final Exam

Annalies Z. Vuong
Last updated June 24, 2010 10:49:50 EDT