[NNabla] How to add a new layer between the middle layers of a pre-built network

Introduction

This is the third post to qiita. (article3) Continuing from last time, while I was using nnabla, I managed to feel like "I wish I had this kind of information in qiita" Summary of what I found in nnabla reference and dir () (a standard python function that returns member variables and functions of arguments) I will.

1. Requirements

· OS: macOS Catalina (version 10.15.1) ・ Python: 3.5.4 ・ Nnabla: 1.3.0

2. Network construction

The sample network is defined below. (Up to this point, previous same)

article3_add_layer.py


import nnabla as nn
import nnabla.functions as F

# [define network]
x = nn.Variable()
y = F.add_scalar(x, 0.5)  # <-- (1)far
y = F.mul_scalar(y, -2)

It is simply in the form of $ y = (x + 0.5) \ times2 $.

3. Add a new layer between existing intermediate layers

Last time $ y = (x + 0.5) \ times2 $ above $ y = (x + 0.5) ^ 2 \ times2 using the contents explained above I will show you how to change it to $. The code is below.

article3_add_layer.py


# [get middle variable]
h1 = y.parent.inputs[0]
additional_layer = F.pow_scalar(h1, 2.0)
redefine_layer = F.mul_scalar(additional_layer, **y.parent.info.args)

# [rewire_on]
y.rewire_on(redefine_layer)

The operation check was done below just before rewire_on above, with print in between.

article3_add_layer.py


def print_func(f):
    print('{} output = {}'.format(f.name, f.outputs[0].d))

# [print & forward]
x.d.fill(0)
y.forward()
print('--- before ---')
y.visit(print_func)
print('y.d = {}'.format(y.d))
print('')

# [rewire_on]
y.rewire_on(redefine_layer)

# [print & forward]
y.forward()
print('--- after ---')
y.visit(print_func)
print('y.d = {}'.format(y.d))
print('')

output

--- before ---
AddScalar output = 0.5
MulScalar output = -1.0
y.d = -1.0

--- after ---
AddScalar output = 0.5
PowScalar output = 0.25
MulScalar output = -0.5
y.d = -0.5

Commentary

4. Summary

I introduced how to insert a new layer. You can also use it to insert a quantization layer into the output of each activation of an existing trained model, or convolve Convolution + Batch Normalization into a single Convolution. Next time, I will touch on this area.

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