STAT333 Lecture Notes - Lecture 5: Institution Of Engineering And Technology, Poisson Distribution, Major League Gaming

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6 Feb 2019
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0 w c a if if w e a. Eff let x be a then ecx7 znopcx n r. v taking non negative integers. If ecet rav nlt eled exists for all tec h h for some h2o. Need to check the existence of the expectation. Ee tk taylor expansion method of getting moments. 2 suppose xiy with mgfs 14 47 my. 3 mgf completely determines the distribution of ar. ir. M u my ct some h2o x follows the same distribution as y for all ee c h h for. Eff let xnpoica and yuki and xi 4 find distribution of xty. E eth xn zeok eediexi enet d edzlet l. This is the mgf of poilx t xd by uniqueness of mgfs xty n poi ditxd. Htt andy if and t cthe. hu for some huh220. Ece the expectation exists for all ttu is called the joint mgf of x. In general mlg ooo en ecexpee t xi for t.

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