General Information | Syllabus | HW Assignments |

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

Lectures | Sections in Text | Brief Description |
---|---|---|

1/7 | I.1-4 | Sets |

1/9 | II.1-2 | Ordered fields |

1/11 | II.3-4 | Least upper bounds |

1/14 | III.1 | Metric spaces |

1/16 | III.2 | Open sets |

1/18 | III.3 | Convergent sequences |

1/21 | MLK Day - NO CLASS | |

1/22 (x-hour) | III.4 | Completeness |

1/23 | III.5 | Compactness |

1/25 | III.5 | The Heine-Borel Theorem |

1/28 | III.6 | Connectedness |

1/29 | Minor midterm: In class and take-home | |

1/30 | IV.1 | Continuous functions |

2/1 | IV.2 | Continuous functions and limits |

2/4 | IV.3 | Rational functions |

2/5 (x-hour) | IV.4 | Functions on compact sets |

2/6 | IV.5 | Functions on connected sets |

2/8 | Winter Carnival: NO CLASS | |

2/11 | IV.6 | Sequences of functions |

2/13 | IV.6 | Sequences of functions - The Hilbert Curve |

2/15 | V.1-3 | Derivatives |

2/18 | V.4 | Taylor's Theorem |

2/19 | Major Midterm: In class and take-home | |

2/20 | VI.1-2 | Riemann integral |

2/22 | VI.3 | Integrability |

2/25 | VI.4-5 | Fundamental Theorem of Calculus |

2/27 | VII.1 | Int. and diff. of sequences of functions |

3/1 | VII.2-3 | Infinite series |

3/4 | VII.2-3 | Analytic functions |

3/6 | VI.5, VII.4 | Elementary functions |

3/8 | Wrap it up |

Dana P. Williams

Last updated June 27, 2016 13:25:50 EDT