STAT371 : Stat 371 Notes, All 135 pages done in LaTeX
28 Dec 2011
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2. 3 number of walks until no shoes . Exactly k events . k or more events . 6. 2 methods for expanding probability generating functions . 7. 1 stiring number of the second kind . 8. 1 moments of # fixed points in a random permutation . 8. 2 counting runs in a random permutation . 8. 3. 1 myself: finding the probability of a pattern of a string of letters . 8. 4. 2 expected number of people til we find a shared birthday . 8. 4. 3 alternative approach to the birthday problem . 8. 6 coupon collector"s problem ii (s 7. 6) . 9. 4 random walk rede ned: re ecting boundary point (s 10. 2) . 10. 1. 3 dividing n distinct objects into k distinct groups . 10. 3 stiring number of the second kind . 12. 3 trying to gure out a more general formula for probability of runs . How many fair coin tosses on average are needed to see the parttern ht ? outcome.
