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We can now arrange the derivatives in a column vector where the k k k -th column contains the derivative of f f f by its k k k -th parameter and call this vector X ^ \hat{X} X ^ : X ^ = ( d d β 1 f d d β 2 f ⋯ d d β K f ) \hat{X} = \left( \begin{array}{cccc} {} \frac{d}{d \beta_1}f & \frac{d}{d \beta_2}f & \cdots & \frac{d}{d \beta_K}f\end{array} \right) X ^ = ( d β 1 ​ d ​ f ​ d β 2 ​ d ​ f ​ ⋯ ​ d β K ​ d ​ f ​ ) With the example function...

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