January 21 | Introduction, Logic |

January 23 | Proofs |

January 28 | Induction |

January 30 | Stable Matching |

February 4 | Well-Ordering Principle, Optimality |

February 6 | Graphs, Trees |

February 11 | Modular Arithmetic |

February 13 | Chinese Remainder Theorem, Fermat's Little Theorem |

February 18 | RSA Cryptography |

February 20 | Secret Sharing, Lagrange Interpolation |

February 25 | Error-Correcting Codes |

February 27 | More Error Correction, General Advice |

March 3 | Distance, Counting |

March 5 | Combinatorial Proofs |

March 10 | Countability, Computability |

March 12 | Probability |

March 17 | Laws of Probability, Conditional Probability, Bayes's Rule |

March 19 | Bayes's Rule, Conditional Independence |

March 31 | Mutual Independence, Random Variables |

April 2 | Expected Values |

April 7 | Laws of Expectation |

April 9 | Variance, Poisson Random Variables, Joint PMFs |

April 14 | Covariance, Inequalities |

April 16 | Sample Means, Law of Large Numbers, Confidence Intervals, Continuous RVs |

April 21 | Probability Distribution Functions, Gaussian Random Variables |

April 23 | Gaussian RVs, Central Limit Theorem |