Dates	Sections in Text	Brief Description	Materials
3/24	1.1-1.2	Probability: mathematics and empiricism	R code for deMere
3/26	1.2	Measures, Axioms and Distributions	Worksheet
3/27	n/a	Introduction to R	R as a calculator, Intro workshop
3/28	1.2, 3.1	More measures, intro to counting	Polya Urn model
3/31	3.1	Counting and Permutations	fixedPoints.R
4/2	3.1,3.2	Combinations
4/3	R programs	Tossing coins and Polya's urn	Templates: coinTosses.R, polyaUrn.R
4/4	3.2	Binomial distribution, inclusion-exclusion	Worksheet
4/7	4.1	Conditional probability
4/9	4.1	Independence	Worksheet, solutions
4/10	R Programs	Gambler's ruin	Template: gamblersRuin.R
4/7 - 4/11	4.1-4.3	Conditional probability and paradoxes
4/14	6.1	Expected value
4/16	6.1	More expected value
4/18	6.2	Variance
4/21	5.1	Uniform, binomial and geometric distributions	Worksheet
4/23	5.1	Poisson, negative binomial and hypergeometric distributions	Worksheet
4/25	8.1	Coupon collector, Markov and Chebyshev inequalities	Worksheet
4/28 - 5/2	8.1	Law of large numbers
4/30 - 5/2	2.2,5.2	Continuous probability and the law of large numbers
5/5 - 5/9	9.1,9.2	The central limit theorem
5/12 - 5/16	11.1,11.3,11.4	Ergodic Markov chains
5/19 - 5/23	11.2 and more	Absorbing Markov chains
5/28		Review