Show that if the distribution of a positive random variable
Show that if the distribution of a positive random variable X is in a scale family, then the distribution of log X is in a location family.
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the allocation and cost of resources need to be carefully monitored if a project is to be delivered on-time and
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let x be a random variable having the gamma distribution gammaalpha gamma with a known alpha and an unknown gamma gt 0
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show that if the distribution of a positive random variable x is in a scale family then the distribution of log x is in
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questionwatch a tv advertisement and try to understand it as an instance of epideictic rhetoric and then read and do
let pmicrosigma micro isin rk sigma isin mk be a location-scale family on rk suppose that p0ik has a lebesgue pdf that
let x be a random variable with a pdf fthetanbspin an exponential family pthetanbsp theta isin theta and let a be a
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