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variance [2025/08/24 11:53] hkimscilvariance [2025/08/24 12:12] (current) hkimscil
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   * 따라서 분산값은 아래처럼 요약된다.    * 따라서 분산값은 아래처럼 요약된다. 
 \begin{eqnarray*} \begin{eqnarray*}
-\sigma & = & \dfrac {\text{SS}} {\text{df}} \\+\sigma^2 & = & \dfrac {\text{SS}} {\text{df}} \\
 & = & \dfrac{\text{Sum of Error Square}}{\text{df}} \\ & = & \dfrac{\text{Sum of Error Square}}{\text{df}} \\
 & = & \dfrac{\text{Sum of Residual Square}}{\text{df}} \\ & = & \dfrac{\text{Sum of Residual Square}}{\text{df}} \\
 & = & \dfrac{\text{Sum of DS Square}}{\text{df}}, \;\;\; \text{DS = Deviation Score} \\ & = & \dfrac{\text{Sum of DS Square}}{\text{df}}, \;\;\; \text{DS = Deviation Score} \\
-& = & \dfrac{\sum{(Yi - \overline{Y})^2}}{n-1} \\ +& = & \dfrac{\sum{(Yi - \overline{Y})^2}}{n-1}\;\;\; \text{where } (Yi - \overline{Y}) = \text{Error, Residual, or DS}   
-&   & \text{where } (Yi - \overline{Y}) = \text{Error, Residual, or DS}   +
 \end{eqnarray*} \end{eqnarray*}
  
variance.1756004028.txt.gz · Last modified: 2025/08/24 11:53 by hkimscil

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