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QUESTION
When I compile the code below, I get an error:
"cannot find symbol - variable wayA"
Can someone please explain the reason?
...ANSWER
Answered 2017-Oct-07 at 10:14The variable wayA
is defined in the scope
of the if
block, so it does exists only between the brackets of the if
, so you can't have access to it later
QUESTION
NOTE:
I am new to MXNet.
It seems that the Gluon
module is meant to replace(?) the Symbol
module as the high level neural network (nn
) interface. So this question specifically seeks an answer utilizing the Gluon
module.
Residual neural networks (res-NNs) are fairly popular architecture (the link provides a review of res-NNs). In brief, res-NNs is an architecture where the input undergoes a (series of) transformation(s) (e.g. through a standard nn layer) and at the end is combined with its unadulterated self prior to an activation function:
So the main question here is "How to implement a res-NN structure with a custom gluon.Block
?" What follows is:
- my attempt at doing this (which is incomplete and probably has errors)
- as subquestions highlighted as block questions.
Normally sub-questions are seen as concurrent main questions resulting in the post being flagged as too general. In this case, they are legit sub questions, as my inability to solve my main questions stems from these sub-questions and the partial / first-draft documentation of the gluon module is insufficient to answer them.
Main Question"How to implement a res-NN structure with a custom gluon.Block
?"
First lets do some imports:
...ANSWER
Answered 2017-Sep-20 at 21:06self.ramp(self.conv(x)) vs mx.gluon.nn.Conv1D(activation='relu')(x) Yes. The latter applies a relu activation to the output of Conv1D.
mx.gluon.nn.Sequential is for grouping multiple layers into a block. Usually you don't need to explicitly define each layer as a class attribute. You can create a list to store all the layers you want to group and use a for loop to add all list elements into mx.gluon.nn.Sequential object.
Yes. Call forward on mx.gluon.nn.Sequential is equal to call forward on all child blocks, with topological order of computation graph.
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