Probability

/Week 0/1 - 18 - Tableau 2.2- b. Equivalent expressions for binomial coefficients, algebraic and combinatorial arguments [04-11].srt

/Week 0/1 - 18 - Tableau 2.2- b. Equivalent expressions for binomial coefficients, algebraic and combinatorial arguments [04-11].mp4

/Week 0/1 - 14 - Tableau 2.1- d. Subpopulations, binomial coefficients [07-25].srt

/Week 0/1 - 17 - Tableau 2.2- a. Alternative forms for the falling factorial [04-19].srt

/Week 4/5 - 12 - Tableau 9.2- f. Independent families of events, a formidable definition [06-23].srt

/Week 0/1 - 13 - Tableau 2.1- c. Sampling without replacement, falling factorials [12-15].srt

/Week 0/1 - 14 - Tableau 2.1- d. Subpopulations, binomial coefficients [07-25].mp4

/Week 1/2 - 1 - Tableau 3.1- a. Random sampling from finite sets, balls, and urns [02-11].srt

/Week 0/1 - 17 - Tableau 2.2- a. Alternative forms for the falling factorial [04-19].mp4

/Week 0/1 - 21 - Tableau 2.2- e. Test your understanding, binomial identities [02-38].srt

/Week 2/3 - 23 - Tableau 6.2- f. The basic densities- the uniform, exponential, and normal densities [09-43].srt

/Week 6/7 - 34 - Tableau 10.2- q. Arrivals, independent increments, the Poisson process [13-10].srt

/Week 8/9 - 1 - Tableau 12.1- a. The scope of the basic limit laws- typical and rare events [03-56].srt

/Week 4/5 - 12 - Tableau 9.2- f. Independent families of events, a formidable definition [06-23].mp4

/Week 0/1 - 13 - Tableau 2.1- c. Sampling without replacement, falling factorials [12-15].mp4

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