Starting a new Lecture Notes Series on MIT RES.9-003 Brains, Minds and Machines Summer Course, Summer 2015
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MIT RES.9-003 Brains, Minds and Machines Summer Course, Summer 2015 By Lecture Notes together!
Lecture 1: L01.1 Lecture Overview
Lecture 2: L01.2 Sample Space
Lecture 3: L01.3 Sample Space Examples
Lecture 4: L01.4 Probability Axioms
Lecture 5: L01.5 Simple Properties of Probabilities
Lecture 6: L01.6 More Properties of Probabilities
Lecture 7: L01.7 A Discrete Example
Lecture 8: L01.8 A Continuous Example
Lecture 9: L01.9 Countable Additivity
Lecture 10: L01.10 Interpretations & Uses of Probabilities
Lecture 11: S01.0 Mathematical Background Overview
Lecture 12: S01.1 Sets
Lecture 13: S01.2 De Morgan's Laws
Lecture 14: S01.3 Sequences and their Limits
Lecture 15: S01.4 When Does a Sequence Converge
Lecture 16: S01.5 Infinite Series
Lecture 17: S01.6 The Geometric Series
Lecture 19: S01.8 Countable and Uncountable Sets
Lecture 21: S01.10 Bonferroni's Inequality
Lecture 22: L02.1 Lecture Overview
Lecture 23: L02.2 Conditional Probabilities
Lecture 24: L02.3 A Die Roll Example
Lecture 26: L02.5 A Radar Example and Three Basic Tools
Lecture 27: L02.6 The Multiplication Rule
Lecture 28: L02.7 Total Probability Theorem
Lecture 29: L02.8 Bayes' Rule
Lecture 30: L03.1 Lecture Overview
Lecture 31: L03.2 A Coin Tossing Example
Lecture 32: L03.3 Independence of Two Events
Lecture 33: L03.4 Independence of Event Complements
Lecture 34: L03.5 Conditional Independence
Lecture 36: L03.7 Independence of a Collection of Events
Lecture 37: L03.8 Independence Versus Pairwise Independence
Lecture 38: L03.9 Reliability
Lecture 39: L03.10 The King's Sibling
Lecture 40: L04.1 Lecture Overview
Lecture 41: L04.2 The Counting Principle
Lecture 42: L04.3 Die Roll Example
Lecture 43: L04.4 Combinations
Lecture 44: L04.5 Binomial Probabilities
Lecture 45: L04.6 A Coin Tossing Example