Is x y a gamma random variable if so what are the
Suppose X and Y are independent random variables with X ∼ Gamma(α, λ1) and Y ∼ Gamma(α, λ2). Is X + Y a gamma random variable? If so, what are the parameters of the distribution?
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a financial institution has the following market value balance sheet
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suppose x and y are independent random variables with x sim gammaalpha lambda1 and y sim gammaalpha lambda2 is x y a
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suppose x and y are independent random variables with x sim gammaalpha1 lambda and y sim gammaalpha2 lambda is x y a
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In our readings, we learn more about the nature versus nurture argument. For this discussion, I want you to go in depth a bit more and debate the importance
Suppose that a group of researchers would like to explore how we perceive objects in the real world, rather than just in a laboratory
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