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b4ea47a..e356966 100644 --- a/wtheo9.tex +++ b/wtheo9.tex @@ -136,7 +136,7 @@ &\stackrel{Y \indep V_p}{=} (1-p) \cdot \left(\int_\R y \mathbbm{f}^Y(y) \d{y}\right)^2 - p\cdot \left(\int_\R y^2 \mathbbm{f}^Y(y) \d{y}\right)^2\\ &= (1 - 2p) \left(\int_\R y \mathbbm{f}^Y(y) \d{y}\right)^2 \end{salign*} - Für $p = 0$ erhalten wir daher + Für $p = \frac{1}{2}$ erhalten wir daher \begin{align*} \cov(Y, Z_p) = \E(YZ_p) - \E(Y)\E(Z_p) = 0 - 0 = 0. \end{align*}