LEC # | TOPICS | DUE DATES |
---|---|---|

1 | Introduction | |

2 | Infinite Cardinalities (1) | |

3 | Infinite Cardinalities (2) | |

4 | Infinite Cardinalities (3) | |

5 | The Higher Infinite (1) | |

6 | The Higher Infinite (2) | Problem set 1 due |

7 | The Higher Infinite (3) | |

8 | Omega-Sequence Paradoxes (1) | Problem set 2 due |

9 | Omega-Sequence Paradoxes (2) | |

10 | Time Travel (1) | Problem set 3 due |

11 | Time Travel (2) | |

12 | Newcomb’s Problem (1) | Problem set 4 due |

13 | Newcomb’s Problem (2) | |

14 | Probability (1) | Problem set 5 due |

15 | Probability (2) | |

16 | Non-Measurable Sets (1) | Problem set 6 due |

17 | Non-Measurable Sets (2) | |

18 | The Banach-Tarski Theorem (1) | |

19 | The Banach-Tarski Theorem (2) | |

20 | Computability (1) | |

21 | Computability (2) | Problem set 7 & 8 due |

22 | Computability (3) | |

23 | Gödel’s Theorem (1) | Problem set 9 due |

24 | Gödel’s Theorem (2) | |

25 | Review (1) | Problem set 10 due |

26 | Review (2) |

## Calendar

## Course Info

##### Instructor

##### Departments

##### As Taught In

Spring
2019

##### Level

##### Topics

##### Learning Resource Types

*notes*Lecture Notes

*assignment*Problem Sets