Linear Algebra
Last reloaded Monday Feb 13 2012 00:34:54

Lectures	Sections in Text	Brief Description
1/5		Mathematical Induction
1/8	1.2	Fields and Vector Spaces
1/10	1.2, 1.3	Vector Spaces and Subspaces
1/12	1.3, 1.4	Subspaces and Linear Combinations
1/15	1.4	Linear Combinations
1/17	1.5, 1.6	Linear dependence, independence, and bases
1/19	1.6	Bases and dimension
1/22	1.6	Bases and dimension
1/24	2.1	Linear Transformations
1/26	2.1	Nullspace and Range
1/29	2.1	Rank and Nullity
1/31	2.2	Matrix repensentations of a linear map
2/2	2.2, 2.3	Matrix repensentations of linear transformations
2/5	2.3, 2.4	Matrix representations and compositions
2/7	2.4	Invertibility and Isomorphism
2/9	2.4	Invertibility and Isomorphism
2/12	3.1, 3.2	Elementary matrices and rank of matrices
2/14	3.1 - 3.4	Systems of equations, Elementary matrices
2/16	2.5	Change of Basis
2/19	4.2 - 4.4	An Overview of Determinants
2/21	5.1	Eigenvalues and Eigenvectors
2/23	5.1	Eigenvalues and Eigenvectors
2/26	5.2	Diagonalizability
2/28	5.2	Diagonalizability
3/2	5.2	Diagonalizability
3/5	Chapter 6	Inner Product Spaces
3/7	Chapter 6	Inner Product Spaces

Last modified on trs by 11 December 2000 Graphics by The Gimp.