## MAT 319/320: Basics of Analysis
## Stony Brook Spring 2018 |
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Mini-Quiz, Sequences and Series, Power Series

All assigned readings below are from Ross's required textbook.

HW4 is due at the start of the recitation on Wednesday, 2/21

Dates |
Topic | Read |
Problem Set |

1/22, M - 1/29, M | Mathematical induction | Chapter 1 | #1 solutions |

The Completeness Axiom | |||

1/30, Tu - 2/5, M | Limits of sequences | Sections 7-9 | #2 solutions |

Limit theorems for sequences | |||

2/6, Tu - 2/12, M | Cauchy sequences | Sections 9-11 | #3 solutions |

Subsequences | |||

2/13, Tu - 2/19, M | More on subsequences | Sections 11,12 | #4 |

lim inf and lim sup | |||

2/20, Tu - 2/26, M | Series | Sections 14-16 | #5 |

Convergence tests for series | |||

2/27, Tu - 2/28, W | Review for Midterm I | Sections 1-5,7-12,14,15 | none |

3/1, Th |
Midterm I: joint for MAT 319 and 320; snow date: 3/6, Tu | ||

3/5, M | Overview of Midterm I; last joint class | ||

3/6, Tu - 3/8, Th | TBA: separate classes for MAT 319/320 | ||

3/12, M - 3/15, Th | no classes, no office hours | ||

3/20, M - 4/4, W | TBA: separate classes for MAT 319/320 | ||

4/5, Th |
Midterm II: separate for MAT 319 and 320 | ||

4/9, M - 5/3, Th | TBA: separate classes for MAT 319/320 | ||

5/15, Tu |
final exam, 11:15am-1:45pm: separate for MAT 319 and 320 |

MAT 319 after Midterm I: | Sections 17-20, 28, 29, 31-34 |

MAT 320 after Midterm I: | Sections 13, 21, 22, 17-20, 23-27, portions of 28-34 |

This page is maintained by Aleksey Zinger.