The Documents page has links to the questionnaire assigned on Monday, March 26, as well as the notes we used in class.

Lectures	Sections in Text	Brief Description
3/26		Introduction
3/28	1.1-1.2	Vector Spaces
3/29 (x-hour)		Introduction to Proofs
3/30	1.3	Subspaces
4/2	1.4	Linear Equations
4/4	1.5	Linear Dependence
4/5 (x-hour)		No x-hour today
4/6	1.6	Bases and Dimension
4/9		Chapter 1 overview
4/11	2.1	Linear Transformations
4/12 (x-hour)		We do meet today
4/13	2.2	Matrices and Linear Transformations
4/16	2.3	Composition of LInear Transformations
4/18	2.4	Isomorphisms
4/19 (x-hour)	2.5	Change of Coordinates
4/20		No class today
4/23		Chapter 2 overview
4/23		Midterm take-home portion distributed
4/24		Midterm in-class portion 6-7 PM
4/25	3.1	Matrices
4/26 (x-hour)		We do not meet
4/27	3.2	Rank of a Matrix
4/30		Midterm take-home portion due
4/30	3.3	Systems of Linear Equations
5/2	3.4	Systems of Linear Equations
5/3 (x-hour)		We do not meet
5/4	4.1-4.2	Determinants
5/7	4.3-4.4	Determinants
5/9		Chapters 3-4 overview
5/10 (x-hour)		We do not meet
5/11	5.1	Eigenvalues and Eigenvectors
5/14	5.2	Diagonalizeability
5/16	6.1	Inner products and norms
5/17 (x-hour)		We do not meet
5/18	6.2	Gram-Schmidt Orthogonalization
5/21	6.3	Adjoints
5/23	6.4	Normal and Self-Adjoint Operators
5/24 (x-hour)		We meet only if previously announced
5/25	6.5-6.6	Spectral Theorem
5/25		Take-home final distributed
5/28		No class today; Memorial Day Holiday
5/30		Last day of class; last day to turn in assignments (except take-home final)
6/1		In-class final 8 AM, 105 Kemeny
6/1		Take-home final due 4 PM, Prof. Groszek's office

Marcia J. Groszek
Last updated June 17, 2015 12:57:02 EDT