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[PS] Start joint distributions
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\subsection{Gemeinsame Diskrete Verteilung}
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\shortdefinition $\cX_i$ haben gemeinsame
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\subsection{Gemeinsame Stetige Verteilung}
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\shortdefinition $\cX_i$ haben gemeinsame stetige Dichte wenn Abbildung $f : \R^n \rightarrow \R_+$ existert, so dass $\forall a_i \in \R$ gilt:
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\[
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\P[\cX_1 \! \leq \! a_1, \ldots, \cX_n \! \leq \! a_n]\! = \! \int_{-\8}^{a_1}\! \ldots \! \int_{-\8}^{a_n} \! f(x_1, \ldots) \dx x_n \ldots \mbox{d} x_1
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\]
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\input{parts/03_expected-value/06_covariance.tex}
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% \input{parts/03_expected-value/}
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\newsectionNoPB
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\section{Gemeinsame Verteilungen}
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\input{parts/04_joint-distribution/00_discrete.tex}
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\input{parts/04_joint-distribution/01_continuous.tex}
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% \input{parts/04_joint-distribution/}
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\end{document}
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