The Documents page has links to the questionnaire assigned on Monday, January 6, as well as the notes we used in class.

Lectures	Sections in Text	Brief Description
1/6		Introduction
1/8	1.1-1.2	Vector Spaces
1/9 (x-hour)		Introduction to Proofs
1/10	1.3	Subspaces
1/13	1.4	Linear Equations
1/15	1.5	Linear Dependence
1/16 (x-hour)	optional x-hour	Proof by Mathematical Induction
1/17	1.6	Bases and Dimension
1/20		No class today; Martin Luther King, Jr. Holiday
1/22		Chapter 1 overview
1/23 (x-hour)	2.1	Linear Transformations
1/24	2.2	Matrices and Linear Transformations
1/27	2.3	Composition of Linear Transformations
1/29	2.4	Isomorphisms
1/30 (x-hour)	optional x-hour	Cosets, etc.
1/31	2.5	Change of Coordinates
2/3		Chapter 2 overview
2/3		Midterm exam distributed
2/5	3.1	Matrices
2/6 (x-hour)	3.2	Rank of a Matrix
2/6		Midterm exam due 4 PM
2/7		No class today; Winter Carnival
2/10	3.3	Systems of LInear Equations
2/12	3.4	Systems of Linear Equations
2/13 (x-hour)
2/14	4.1-4.2	Determinants
2/17	4.3-4.4	Determinants
2/19	5.1	Eigenvalues and Eigenvectors
2/20 (x-hour)	optional	Markov Chains
2/21	5.2	Diagonalizability
2/24	6.1	Inner Products and Norms
2/26	6.1	Inner Products and Norms
2/27 (x-hour)	6.2	Gram-Schmidt Orthogonalization
2/28	6.3	Adjoints
3/3	6.4	Normal and Self-Adjoint Operators
3/5	6.5-6.6	Spectral Theorem
3/5		Take-home final distributed
3/6 (x-hour)	5.4	Cayley-Hamilton Theorem
3/7		Last day of class; last day to turn in homework
3/10		In-class final 3 PM
3/11		Take-home final due at noon

Marcia J. Groszek
Last updated July 18, 2017 09:28:21 EDT