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Exercise 7.10

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For layers 1 to $L$ , the weights $W^{(l)}$ has a dimension of $d^{(l - 1)} + 1$ by $d^{(l)}$ , so the total number of weight parameters are

Q = \sum_{l = 1}^{L} d^{(l)} (d^{(l - 1)} + 1) .

For $L = 3$ and $d^{(1)} = d^{(2)} = 10$ , also we assume $d^{(0)} = d$ where $d$ is the dimension of input $x$ and $d^{(3)} = 1$ , so $Q = 131 + 10 d$ .

niuers

2021-12-08 09:54

Exercise 7.10

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