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how to calculate the "variance OF the covariance" matrix : E[vech(x x') vech(x x')'] for normal distributed x?

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#linear-algebra #matrices #statistical-inference
45
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If $P$ is the set of all distributions, the only sufficient subfield is the trivial one

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#statistical-inference
175
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Hypothesis Testing Bayesian Way

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#probability #statistics #bayesian #statistical-inference
71
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If $P$ is a statistically complete set of distributions, the only sufficient subfield is the trivial one

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#probability #measure-theory #statistical-inference
247
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How to find a mean, mode, and variance of a distribution problem?

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#statistical-inference
517
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Minimally Sufficient Statistic

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#statistical-inference
125
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Bayesian learning

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#statistics #bayesian #statistical-inference
7.1k
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Find the maximum likelihood estimator for $\theta$ when $f(x)=2\theta^{-2}x, 0\leq x \leq \theta$

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#statistics #statistical-inference #maximum-likelihood #parameter-estimation
75
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Predictive Power of X1 and X2

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#statistics #statistical-inference
5.4k
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Find UMVUE in a uniform distribution setting

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#statistics #statistical-inference #uniform-distribution #parameter-estimation
316
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Fun with Powerball history. What probability theories apply?

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#probability #probability-theory #statistical-inference
67
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Minimum distance estimation approach in inference

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#statistics #probability-distributions #statistical-inference
127
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Probability distribution for a digit of a number

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#probability #statistics #bayesian #statistical-inference
101
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Estimating the radius of a circle

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#probability #statistics #bayesian #statistical-inference
136
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help me with this regarding hypothesis using chi square distribution

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#statistics #probability-distributions #statistical-inference

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