Review Note
Last Update: 05/21/2024 12:21 PM
Current Deck: WT
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Stichproben-p-Quantil
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Sei \(p ∈ (0, 1)\) und \(k := \lfloor n · p\rfloor\).
Dann heißt \(\sim x\begin{cases}x_{(k+1)}&falls\:n*p∈\mathbb{N}\\ \frac{1}{2}*(x_{(k)}+x_{(k+1)})& sonst \end{cases}\) das Stichproben-p-Quantil. Speziell heißen \(\sim x_{0.25}\) unteres Quartil und \(\sim x_{0.75}\) oberes Quarti
Dann heißt \(\sim x\begin{cases}x_{(k+1)}&falls\:n*p∈\mathbb{N}\\ \frac{1}{2}*(x_{(k)}+x_{(k+1)})& sonst \end{cases}\) das Stichproben-p-Quantil. Speziell heißen \(\sim x_{0.25}\) unteres Quartil und \(\sim x_{0.75}\) oberes Quarti
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