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Interval Estimation: Bayesian Intervals & Optimality

Josh Engwer

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Abstract

NOTATION: The PDF (probability density function) of random variable Xi is denoted as fXi {Xi} means the infinite sequence of random variable X1, X2, X3, . . . {Xi}1≤i≤n means the finite sequence of random variables X1, X2, . . . , Xn {Xi} means the sequence of random variables X1, X2, X3, . . . are iid (independent & identically distributed) {Xi} 1≤i≤n ∈ X is called a random sample from a population X with PDF fX and each Xi has marginal PDF fX . Indicator function I(x ∈ A) = IA(x) := { 1 , x ∈ A 0 , x 6∈ A }

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NOTATION: The PDF (probability density function) of random variable Xi is denoted as fXi {Xi} means the infinite sequence of random variable X1, X2, X3, . . . {Xi}1≤i≤n means the finite sequence of random variables X1, X2, . . . , Xn {Xi} means the sequence of random variables X1, X2, X3, . . . are iid (independent & identically distributed) {Xi} 1≤i≤n ∈ X is called a random sample from a population X with PDF fX and each Xi has marginal PDF fX . Indicator function I(x ∈ A) = IA(x) := { 1 , x ∈ A 0 , x 6∈ A }

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Available abstract

NOTATION: The PDF (probability density function) of random variable Xi is denoted as fXi {Xi} means the infinite sequence of random variable X1, X2, X3, . . . {Xi}1≤i≤n means the finite sequence of random variables X1, X2, . . . , Xn {Xi} means the sequence of random variables X1, X2, X3, . . . are iid (independent & identically distributed) {Xi} 1≤i≤n ∈ X is called a random sample from a population X with PDF fX and each Xi has marginal PDF fX . Indicator function I(x ∈ A) = IA(x) := { 1 , x ∈ A 0 , x 6∈ A }

Key concepts: Independent and identically distributed random variables, Mathematics, Random variable, Sequence (biology), Combinatorics, Statistics, Probability density function, Population

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