PyTorch Lecture 10 Basic CNN Video Lecture - Pytorch A Complete Guide -

in this lecture we are going to talk
about the CNN which is one of the most
popular during the architectures and
this CNN works pretty well for image
processing NLP and so on this is a
typical scene in architecture which gets
images as an input and then the first
we're gonna do a composition on this
image and it will generate many 50 maps
and then we have a sub sampling which
reduce the information from this
composition and after that we have a
series of layers which includes
compulsions and sub sampling conversion
and subsampling and finally all the
information from this part will be
connected to a linear layer which is
also called a fully connected or
sometimes we call this one as dense net
which is exactly the same as a typical
soft McAleese fire and this will predict
our labels for Cuban image and then what
is the convolutions so suppose we have a
very good image like this and then it
has certain width and height and in this
case also it's algae B color so it's
going to be depth is 3 so if you are
going to use just a simple Softimage
classifier we just gonna use all pixel
information and so as an input but the
compositions the key idea is we are
going to look at only small portion of
image at once so we are going to use a
filter which is much smaller than image
and they will look at only a small
portion of image that is open called the
patch and then we do some operations and
then get one value from this the patch
of course this filter can go around the
entire image and then we're gonna see
the entire images but we're gonna look
at only small portions at a time that's
the key idea of the compositions let's
see how convolution works with a small
image rect is 3 by 3 and depth is only 1
this is our image for the filter we can
decide the size but here let's say we're
gonna have
filtered two-by-two and EPS is usually
the same as image and then have another
convolution so basically using this
filter we look at a small portion of
image here is 2x2
only we look at 2x2 portion of this
image and they read to help some
competition and then we're gonna move
these filters to the let's how much
you're gonna move it's called a stride
so in this case it's try this one
so we which means that we're gonna move
one step to the right and then we do
some operations and we get one number at
this we don't have any more places to go
so we're gonna move down this is our
another completion operations and then
finally we're gonna do here and this
will cover entire image so as a result
we are going to have four numbers which
are two by two numbers so this is output
of our convulsion let's see how we're
gonna get the composition operation
using this filter so here we have the
pixel values are 1 2 3 & 4 5 6 & 7 8 9
and then for the weight value usually
this value will be changed during our
training process but here let's say we
have certain values like this and in the
first what we're gonna do is we're gonna
select small patch using this filter and
then using the values inside of it is
patch and then at is the filter we're
gonna complete one single tell you what
is the operation the operation is type
product which means the wo dot product
with X this is how we're gonna compute
this one value and then in this case
what we have here is 0.1 0.5 0.3 and 0.4
and then in X what we have here is 1 2 4
5 so that product is basically we
compute this we multiply these two value
and maybe multiple IDs to value and
on and then and then we add them all so
here in example what we have is that
zero point 2 1 times 1 is zero point one
plus zero point five times 2 is 1 and so
on so it's 1 point 2 this is 1 point 2
and then this one is to go to and then
we add up all then desk lid so three
point two four point two and four point
three so this value will be four point
three
so four point three will be here and
then we just move the window to here and
then in the same manner using our filter
we can complete w dot product with X
also often we express this on as W
transpose and X it's a matrix
multiplication in this case so by doing
that we can get this value and then so
on you're going to move this window
again to other area like here and then
we compute this value and so on also
it's very common to add the padding
usually it's called the cheer opening
because you're going to put zeros in the
boundaries of the images so by doing
that we can change the output of its map
for example here with the same filter
two by two you're gonna look at this
pair of image and then second we're
gonna look at this part of image and
then lastly we are going to look at this
so we have three values in here and then
also in down there also cannot have a
three so if we cannot get three by three
feature map this animation shows how
compulsion works in action so using this
size of filter we're gonna move around
this entire image and then we compare to
one value and then we create this as a
feature map and then of course we can
think of various size of headings so
different size of heading can generate
different size of future maps
and then for the stride in our previous
example we just use the one stride is
one so which means that we're gonna move
one step at a time
but we can move two steps and we can
move three steps this is called the
stride
how about images with a certain depth
for example we have color to algae piece
of the apes is 3 so then basically idea
is the same
so only difference is that we're gonna
use the filter with the same depth and
then again here using this filter we
look at only small portion of the images
and then we do a dot product but here we
just have a few more numbers to the
operation here instead of just a 5 5 so
5 5 times 3 so 75 dimension at a product
open also add Pius to get your son one
single value and then by applying this
we're gonna generate this number so here
is a big image so 3 2 by 3 2 and then
fill T is 5 and if you just think about
what will be the output so here you're
gonna start from here's try this one
we're gonna move one step at a time
so how many steps you can go that is 28
and then here is the same how many steps
we can go down by one by one this is
also 20 so this is the output of our
activation map size and then of course
we can apply multiple filters so here we
do have different filters usually the
hair with different values can generate
different activation maps and then we
can help many many filters and basically
on how many filters we are going to use
will decide the depth of generated
activation maps so if I applying these 6
filters we can create activation map
with the taps 6 to 28 is decided by our
original image size with this filter
size and similarly we can apply another
convolution layer here with the 10
filters if you are using 10 filters the
output will be depth 10 and also here we
are using 5 by 5 filter will change on
28 by 28 images which can generate
24 by 24 activation maps and then often
we are playing this pulling or
subsampling layers after each conversion
layer the idea of it is is we want to
reduce the amount of information
generated by convolution layers so how
we gonna do that
suppose we have or some the feature map
or activation map she needs to buy
previous conclusion layers and then we
are going to use the exactly same filter
idea here here filter size is 2 by 2
which means that we're going to look at
image 2 by 2 error rate once and then
max pooling is very commonly used which
means that in this patch we're going to
select the maximum value which is 6 so
we're gonna copy or use this as an
output and then we're gonna move this
window to here but how much you're gonna
move is to define the by our stripes try
this 2 so 2 step so we're gonna have
this window and then we look at the
maximum value they will disown as an
output and so on so here's the maximum
value and this is the maximum value so
after this max pooling we are going to
have at this output and this animation
basically shows how this max cooling
works in action so in this area we
select the maximum value and then put
that in either output and then also with
the idle operations like average pooling
which compute averages in this patch now
we understand how it works in the CN N
and what is the self sampling and this
is exactly same as our previously
softmax colet's fire
what's the main differences between our
fully connected to neural net and then
CNN which is called locally connected
neural net the fully connected or neural
net basically if you have a cuban image
you're gonna read all of them and then
refill their as our input however in the
CNN we use the small size of the filters
and then all the weights are shared and
then using small size filters we look at
all the images
so as a result we're gonna have much
smaller weights also it's much more
flexible to hinder the images let's try
to implement this so in our example we
are going to use M these two datasets
with the two combination layers and the
one fully connected layer for the
composition layer we can just implement
using the API which is called combo 2d
which takes input as in channels and our
channels and econo science so in our
example to imitate one color so the in
channel size is 1 the our channel you
can decide how many outputs you want to
generate so here let's say we want to
generate the 10 channels and the kernel
size you can decide also in this case is
our chrono side is 5 by 5 the mix
folding is even simpler we can just
provide a concise how big is how big you
want to see it once for the pooling and
how can implement this one it's exactly
like our softmax classifier we're just
going to use one linear let's get into
the implementation here so first we
cannot define our class and then in our
init we define all the components that
we need so here come to the for example
takes as 10 in channel and then generate
a 10 our channel kernel size is 5 and
the second we are going to use 10 in
channel because we generate 10 so it is
2 value must be the same and they will
generate 2000 channels and then the cost
is 5 and then we can define this max
pooling and we can define fully connect
layer in the forward we basically
connect them all together so X is an
input with a convolutional layer and
they reused max pooling in the yellow
and this output is used second layer is
inputs and so on
and then at this point what we have is
that some activation maps with the 20
channels so we want to flatten them to
fit to linear so this is how we gonna
flatten and this tensor so the view and
and we flattened read with this
emphasize this is basically n page size
and then the rest will be computed
automatically so we flatten this ones
and then we feed there to our fully
connected layer and this will create the
final output and they repeat this one to
lock so 10x10 what is the right value
here so the question here is that what
is the size that we can I get either
finish all this commotion later this is
a big question so obviously for keep an
image size and then comfort even filter
size you can compete one by one however
if you're not sure just to put any
random value like this and then we just
execute this program and then tight what
you will complain so it says here what I
fit is the 64 by 320 metrics try to
multiply with your weight which is
hundred to ten is a mismatch right so
which means that after flattening is
what we get is these ones so this 64
sounds like page size n and here is our
flatten vector tensor size 320 so what
we the right value here so these two
numbers must be equal so our right
number for this one is 320 so we don't
have to really compute just to put any
number and they run and it will give you
the numbers also if you want to know
what is the size of this tensor is just
a print out here exercise and they will
give you the size of these tensors in
the see everything is okay and then the
rest part is the same you can use
exactly same way we change in the
softness classifier and maybe you can
get the results just to do forward and
then computer loss and then we took
backward and devito update and then you
see our epic ozone the loss is going
down and then the accuracy now we get
98% previously it's something 90% but
now using the CNN we get
much much better result now because we
understand the CNN so we can connect
more layers right three layers four
layers and then also we can use many
layers for the fully connected so you
can try this a little bit deeper network
as an exercise also in each kernel you
can make different size of O'Connell's
and see which one works better in our
next lecture we are going to talk about
much more exciting all the bends design
and architectures