Hello, This is a question from a class I'm not in (it's also winter break). But, all the same, I don't know where to start in R with this. It's supposed to be done in R. So, can anyone direct me with a helpful hint or 2, on how to get started with the question listed below, or tell me how I can re-post this to Usenet groups sci.stat.consult., so they can help with this question:
Exercise 1. Let Ω = {H,T,E}(a set with 3 elements, called H ,T and E . You can think of âheadsâ, âtailsâ and âedgeâ if you like, but this interpretation is not necessary). 1. List the elements of the powerset P (Ω) of Ω. (Recall that the powerset of a set is the set of all subsets of that set, including à (the empty set) and the whole set.) 2. Suppose P is a set function on Ω (that is, a rule assigning real numbers to subsets of Ω). Suppose that P({H,T}) = 3, P({H,E}) = 3, P({H}) = 1 444 Why is it impossible that P is a probability measure ? (That is, no matter how P is defined on the remaining subsets of Ω, it canât be a probability measure.) -- Best, Matilda Gogos matildaelizabe...@gmail.com [[alternative HTML version deleted]]
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