Linear Algebra - Spring 2014

Course description: 

This course provides an introduction to the basic concepts and theorems of linear algebra. Topics include matrices and determinants, matrix operations and canonical factorizations, Gauss-Jordan elimination, vector spaces, linear transformations, basis, independence, orthogonality, eigenvalues and eigenvectors, similarity, diagonalization, and an introduction to Markov chains.

Prerequisities:

MAC 2312 with a minimum grade of C.

Course text:

Linear Algebra with Applications,  8th edition, by Steven Leon, Prentice Hall

Class Resources:

MIT video lectures

Week 2 Lecture 1

Week 2 Lecture 2

Week 2 Lecture 3

Week 3 Lecture 1

Week 3 Lecture 2

Week 3 Lecture 3

Week 5 Lecture 1

Week 5 Lecture 2

Week 5 Lecture 3

Week 6 Lecture 1

Week 6 Lecture 2

Week 6 Lecture 3

Week 7 Lecture 1

Week 7 Lecture 2

Week 7 Lecture 3

Week 9 Lecture 1

Week 10 Lecture 1

Week 10 Lecture 2

Week 11 Lecture 1

Week 11 Lecture 2

Week 12 Lecture 1

SAGE Files:

Assignment 1C SAGE example

Latex Code for Study Guide

Theorem Sets:

Theorem Set Exam 1

Theorem Set Exam 2

Theorem Set Exam 3

Solution Sets:

Assignment 1C

Assignment 2C

Assignment 3C Assignment 3C

Assignment 4C

Assignment 5C

Assignment 6C Assignment 6C

Assignment 7C Assignment 7C

Assignment 8C Assignment 8C

Assignment 9C

Assignment 10C Assignment 10C

Assignment 11C

Assignment 12C Assignment 12C

Assignment 13C Assignment 13C  Assignment 13C

Assignment 14C Assignment 14C Assignment 14C

Assignment 15C

Assignment 16C Assignment 16C

Assignment 17C

Assignment 18C Assignment 18C

Assignment 19C

Assignment 20C

Assignment 21C Assignment 21C

Assignment 22C

Assignment 23C