Introduction
So you think you can count?
Section 2
(Thurs, Jan 12)
Probability problems
Conditional Probability
Bayes Theorem
Law of Total Probability
Martin Luther King Jr Holiday
Section 3
(Thurs, Jan 19)
Naive Bayes Classifier
More independence
Intro Random Variables
More Random Variables
Expectation
Intro Linearity of Expectation
More linearity of expectation
LOTUS
Section 4
(Thurs, Jan 26)
Random variables
Variance
Independence of R.V.s
More Independence of r.v.s
Application: Bloom Filters
Exponential and Intro to Normal R.V.s
Continuous random variables
Normal distributions
Central Limit Theorem
Section 7
(Thurs, Feb 16)
Normal distns, Continuity correction, CLT
Application: Polling
Intro to Confidence Intervals
Joint distributions
Recap polling
Conditional Expectation
Law of Total Expectation
Distinct Elements and the MinHash Algorithm
Maximum Likelihood Estimation
Law of Total Expectation, MLE
Finish MLE, Markov chains
Finish Markov chains + applications
A glimpse of auction theory
Section 10
(Thurs, Mar 9)
Practice for final
- Extra Credit (MCMC for Knapsack) Due 11:59pm PDT
Our final is scheduled for Wednesday, March 15, from 8:30am - 10:20am
This course website heavily follows the example of the website of CSE373 2019 Spring.