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how to understanf "Suppose that $\mathbf r^{(k)}$ and $\mathcal F(\mathbf r^{(k)})$ are the mean values of $\mathbf x$ and $\mathcal F(\mathbf x)$ respectively"
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ironman1996 opened this issue
Mar 20, 2021
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How to understand "Suppose that $\mathbf r^{(k)}$ and $\mathcal F(\mathbf r^{(k)})$ are the mean values of $\mathbf x$ and $\mathcal F(\mathbf x)$ respectively"?
Because $\mathbf r^{(k)}$ and $\mathcal F(\mathbf r^{(k)})$ have their meaning, they can't "suppose" to be the mean values.
The text was updated successfully, but these errors were encountered:
How to understand "Suppose that$\mathbf r^{(k)}$ and $\mathcal F(\mathbf r^{(k)})$ are the mean values of $\mathbf x$ and $\mathcal F(\mathbf x)$ respectively"?$\mathbf r^{(k)}$ and $\mathcal F(\mathbf r^{(k)})$ have their meaning, they can't "suppose" to be the mean values.
Because
The text was updated successfully, but these errors were encountered: