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Merge pull request #154 from StatProofBook/master
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I/DbA.md

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- [Sample covariance](/D/cov-samp)
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### JoramSoch (189 definitions)
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### JoramSoch (190 definitions)
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- [Akaike information criterion](/D/aic)
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- [Alternative hypothesis](/D/h1)
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- [Cumulant-generating function](/D/cgf)
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- [Cumulative distribution function](/D/cdf)
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- [Data](/D/data)
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- [Degrees of freedom](/D/dof)
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- [Deviance](/D/dev)
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- [Deviance information criterion](/D/dic)
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- [Differential cross-entropy](/D/dent-cross)

I/DbN.md

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| D203 | data | [Data](/D/data) | JoramSoch | 2024-09-20 |
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| D204 | para | [Parameter](/D/para) | JoramSoch | 2024-09-27 |
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| D205 | stat | [Statistic](/D/stat) | JoramSoch | 2024-10-04 |
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| D206 | dof | [Degrees of freedom](/D/dof) | JoramSoch | 2024-10-11 |

I/DbT.md

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- [Data](/D/data)
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- [Definition Template](/D/-temp-)
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- [Degrees of freedom](/D/dof)
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- [Deviance](/D/dev)
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- [Deviance information criterion](/D/dic)
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- [Differential cross-entropy](/D/dent-cross)

I/PbA.md

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- [Posterior predictive distribution is a marginal distribution of the joint likelihood](/P/postpred-jl)
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### JoramSoch (437 proofs)
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### JoramSoch (438 proofs)
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- [Accuracy and complexity for Bayesian linear regression](/P/blr-anc)
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- [Accuracy and complexity for Bayesian linear regression with known covariance](/P/blrkc-anc)
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- [Marginal distributions of the multivariate normal distribution](/P/mvn-marg)
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- [Marginal distributions of the normal-gamma distribution](/P/ng-marg)
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- [Marginal likelihood is a definite integral of the joint likelihood](/P/ml-jl)
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- [Marginally normal does not imply jointly normal](/P/norm-margjoint)
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- [Maximum likelihood estimation can result in biased estimates](/P/mle-bias)
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- [Maximum likelihood estimation for binomial observations](/P/bin-mle)
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- [Maximum likelihood estimation for Dirichlet-distributed data](/P/dir-mle)

I/PbN.md

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| P471 | med-mae | [The median minimizes the mean absolute error](/P/med-mae) | salbalkus | 2024-09-23 |
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| P472 | corr-ind | [Independent random variables are uncorrelated](/P/corr-ind) | JoramSoch | 2024-09-27 |
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| P473 | norm-corrind | [Normally distributed and uncorrelated does not imply independent](/P/norm-corrind) | JoramSoch | 2024-10-04 |
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| P474 | norm-margjoint | [Marginally normal does not imply jointly normal](/P/norm-margjoint) | JoramSoch | 2024-10-11 |

I/PbT.md

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- [Marginal distributions of the multivariate normal distribution](/P/mvn-marg)
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- [Marginal distributions of the normal-gamma distribution](/P/ng-marg)
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- [Marginal likelihood is a definite integral of the joint likelihood](/P/ml-jl)
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- [Marginally normal does not imply jointly normal](/P/norm-margjoint)
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- [Maximum likelihood estimation can result in biased estimates](/P/mle-bias)
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- [Maximum likelihood estimation for binomial observations](/P/bin-mle)
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- [Maximum likelihood estimation for Dirichlet-distributed data](/P/dir-mle)

P/norm-margjoint.md

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[follows a univariate normal distribution](/P/bvn-lincomb):
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$$ \label{eq:bvn-lincomb}
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Z \sim \mathcal{N}\left( a \mu_1 + b \mu_2, a^2 \sigma_1^2 + 2 a b \sigma_{12} + b^2 + \sigma_2^2 \right) \; .
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Z \sim \mathcal{N}\left( a \mu_1 + b \mu_2, a^2 \sigma_1^2 + 2 a b \sigma_{12} + b^2 \sigma_2^2 \right) \; .
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$$
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Consider the sum of $X$ and $Y$ defined by \eqref{eq:X-Y}:

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