STAT333 Lecture 3: 333 Lecture 3
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I already waited 5 mins then the plwaiting 12 mins is just pcwaiting mins. Poisson distribution if xn roi d then f. He"t x called continors non negative a b function f. Defn a rn x then exists is a if such that for any interval put carbd sabfcadx. Remaik probability density is not a only meaningful after ya integrate plx d o if x is ct probability. If dx hence fcd is cts and differentiable almost every when can take when the derivative exists and fcd arbitrary number otherwise fcd f"cx. Often choose a value to make have some continuity f for a er. Show that memorywss property the distribution has the cooner. Lef x and y same prob space cr e p. For each wer we have at the sametime. 2 r v s b characterized or joint pdf. Plcx4 c ca dx ccdd p xe eab. Pcxea. ied pcxea pcyea forall sets a b eir.
