General Information | Syllabus | HW Assignments | Documents |

On the other hand, the weekly syllabus contained in the Homework Assignments page will always be accurate.

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