View file src/colab/scratchpad_lenet.py - Download

# -*- coding: utf-8 -*-
"""scratchpad_lenet.ipynb

Automatically generated by Colab.

Original file is located at
    https://colab.research.google.com/drive/1D99JxMvPlB9SsOuyZmrFn1A0VGUzlQA_

Source : https://colab.research.google.com/drive/1d2AM2f7o4BmA5ikKfIwtvATmug-uStEW
"""

import torch
import torch.nn as nn
import torch.optim as optim
from torchvision import datasets, transforms
from torch.utils.data import DataLoader, random_split

transform = transforms.Compose([transforms.ToTensor()])
                                # this is done using 0.1307 as mean intensity of the gray channel
                                # and 0.3081 as the standard deviation of the intensity of the gray channel
                                #transforms.Normalize((0.1307), (0.3081))])

# download dataset from the internet (PyTorch repo)
dataset = datasets.MNIST(root='./data', train=True, download=True, transform=transform)

len(dataset)

dummy_dataloader = DataLoader(dataset, batch_size = 60000, shuffle=False)

images, labels = next(iter(dummy_dataloader))

mean_intensity = images.mean()
mean_intensity

standard_deviation_intensity = images.std()
standard_deviation_intensity

images.shape

labels.shape

images.squeeze().shape

import matplotlib.pyplot as plt

# @title Dataset Visualization {run:'auto'}

slider_value = 49368  # @param {type: "slider", min: 0, max: 59999}
print(f'Label = {labels[slider_value]}')
plt.imshow(images.squeeze()[slider_value, :, :]);

"""## Train Set, Validation Set, and Test Set

The validation set is also called a 'dev' set (as in development set), because it is the one that we use to select the best settings of the model
"""

# device configuration
device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')
device

torch.cuda.is_available()

!nvidia-smi

# the purpose of the normalization is to keep values in a range close to -1 to 1
# this makes gradient descent easier
transform = transforms.Compose([
    transforms.ToTensor(),
    transforms.Pad(padding=2, fill=0, padding_mode='constant'),
    transforms.Normalize((mean_intensity),
                         (standard_deviation_intensity),)
])

data = datasets.MNIST(root='./data', train=True, download=False,transform=transform )
data

!ls './data'

!ls './data/MNIST/raw/t10k-images-idx3-ubyte'

# this dataset is for us to geet a final benchmark
# this is for us to know how would the model perform 'in the real world'
test_data =datasets.MNIST(root='./data', train=False, transform=transform)
test_data

train_size = int(len(data) * 0.7)
train_size

val_size = len(data) - train_size
val_size

generator1 = torch.Generator().manual_seed(42)
# this makes the split reproducible, it will always be the
# same training data and the same validation data
train_data, val_data = random_split(data, [train_size, val_size], generator1)
train_data[0][0].squeeze()[:,14]

batch_size=256
# shuffle = True is important on the training set, not on the validation
# or test sets
train_loader = DataLoader(train_data, batch_size=batch_size, shuffle=True)
images, labels = next(iter(train_loader))
images.mean(), images.max(), images.min()

len(train_loader)

len(train_loader) * batch_size

val_loader = DataLoader(val_data, batch_size=batch_size, shuffle=False)
test_loader = DataLoader(test_data, batch_size=batch_size, shuffle=False)

import torch.nn as nn
import torch.nn.functional as f
class Model(nn.Module):
    def __init__(self):
        super().__init__()
        self.conv1 = nn.Conv2d(1, 20, kernel_size=(5,5), stride=(1, 1))
        #self.relu1 = nn.ReLU() # this is the simplest non-linear activation function
        # that we can use to learn something 'useful'
        self.conv2 = nn.Conv2d(20, 20, 5)
        #self.relu2 = nn.ReLU()

    def forward(self, x):
        x = f.relu(self.conv1(x))
        return f.relu(self.conv2(x))

Model()

f.relu(torch.tensor(-1.))

?nn.Conv2d

"""![image.png](data:image/png;base64,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)"""

# this is inheritance in Python
# the class LeNet inherits all methods
# and all attributes that are defined in nn.Module
import torch.nn.functional as f

class LeNet5(nn.Module):
  def __init__(self):
    super(LeNet5, self).__init__()
    self.C1 = nn.Conv2d(1, 6, kernel_size=(5,5), padding=(0, 0), stride=(1, 1))
    self.S2 = nn.Conv2d(6, 6, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1))
    self.C3 = nn.Conv2d(6, 16,kernel_size=(5,5),stride=(1,1), padding=(0, 0))
    self.S4 = nn.Conv2d(16, 16,kernel_size=(3,3),stride=(2,2), padding=(1,1))
    self.C5 = nn.Linear(400, 120, bias=True)
    self.F6 = nn.Linear(120, 84, bias=True)
    self.OUTPUT = nn.Linear(84, 10, bias=True)

  def forward(self, x):
    # this defines a breakpoint for pdb
    # import pdb; pdb.set_trace()
    x = f.relu(self.C1(x))
    x = f.relu(self.S2(x))
    x = f.relu(self.C3(x))
    x = f.relu(self.S4(x))
    x = f.relu(self.C5(x.flatten()))
    x = f.relu(self.F6(x))
    x = f.softmax(self.OUTPUT(x))
    return x

an_instance_of_lenet5 = LeNet5()
an_instance_of_lenet5

output = an_instance_of_lenet5(images[0, :, :, :])
print(output.shape)
print(output)
print(torch.sum(output))

dir(an_instance_of_lenet5.C1)

an_instance_of_lenet5.C1._parameters



# an_instance_of_lenet5.forward(images)

"""---------------------------------------------------------------------------

RuntimeError                              Traceback (most recent call last)

 in ()
----> 1 an_instance_of_lenet5.forward(images)

3 frames

/usr/local/lib/python3.10/dist-packages/torch/nn/modules/linear.py in forward(self, input)
    114
    115     def forward(self, input: Tensor) -> Tensor:
--> 116         return F.linear(input, self.weight, self.bias)
    117
    118     def extra_repr(self) -> str:

RuntimeError: mat1 and mat2 shapes cannot be multiplied (1x102400 and 400x120)


"""

images.shape

an_instance_of_lenet5.OUTPUT = nn.Linear(84, 26)
an_instance_of_lenet5

another_instance_of_lenet5 = LeNet5()
another_instance_of_lenet5

# Only the convolutions, for us to understand the diagram
C1 = nn.Conv2d(1, 6, (5, 5), stride=(1, 1), padding=(0, 0))

output_C1 = C1(images[0, : , :, :])
output_C1.shape

S2 = nn.Conv2d(6, 6, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1))
output_S2 = S2(output_C1)
output_S2.shape

C3 = nn.Conv2d(6, 16, kernel_size=(5, 5),padding=(0, 0), stride=(1, 1))
output_C3 = C3(output_S2)
output_C3.shape

S4 = nn.Conv2d(16, 16, kernel_size=(3, 3), stride=(2,2), padding=(1, 1))
output_S4 = S4(output_C3)
output_S4.shape

output_S4.flatten().size()

#print(output_S4.view(output_S4.size(0), -1).shape)
C5 = nn.Linear(400, 120)
output_C5 = C5(output_S4.flatten())
output_C5.shape

F6 = nn.Linear(120, 84)
output_F6 = F6(output_C5)
output_F6.shape

OUTPUT = nn.Linear(84, 10)
final_output = OUTPUT(output_F6)
final_output.shape

C5

output_S4.view(1, 16*5*5).shape

output_S4.size(0)

output_S4.size()

# 1 in the first position specifies the batch size
output_S4.view(1, -1).shape # the -1 is a wildcard

C5(output_S4.view(1, -1)).shape

images.shape



plt.imshow(output_C1.detach()[0, :, :], cmap='gray');

plt.imshow(output_C1.detach()[1, :, :], cmap='gray');

plt.imshow(output_C1.detach()[2, :, :], cmap='gray');

plt.imshow(output_C1.detach()[3, :, :], cmap='gray');

# @title First Convolution Visualization {run:'auto'}

slider_value = 0  # @param {type: "slider", min: 0, max: 5}
plt.imshow(output_C1.detach().squeeze()[slider_value, :, :], cmap='gray');

"""# Homework

Rewrite the LeNet5 so that it runs using CrossEntropyLoss (we need to change the final activation) and put it into a training loop that monitors train and  validation loss. Use ChatGPT as help here.

https://chat.openai.com/share/309c3e50-53dc-4020-a69c-8c99d5da0592
"""

# this is inheritance in Python
# the class LeNet inherits all methods
# and all attributes that are defined in nn.Module
import torch.nn.functional as f

class LeNet5(nn.Module):
  def __init__(self):
    super(LeNet5, self).__init__()
    self.C1 = nn.Conv2d(1, 6, kernel_size=(5,5), padding=(0, 0), stride=(1, 1))
    self.S2 = nn.Conv2d(6, 6, kernel_size=(3, 3), stride=(2, 2), padding=(1, 1))
    self.C3 = nn.Conv2d(6, 16,kernel_size=(5,5),stride=(1,1), padding=(0, 0))
    self.S4 = nn.Conv2d(16, 16,kernel_size=(3,3),stride=(2,2), padding=(1,1))
    self.C5 = nn.Linear(400, 120, bias=True)
    self.F6 = nn.Linear(120, 84, bias=True)
    self.OUTPUT = nn.Linear(84, 10, bias=True)

  def forward(self, x):
    # this defines a breakpoint for pdb
    # import pdb; pdb.set_trace()
    x = f.relu(self.C1(x))
    x = f.relu(self.S2(x))
    x = f.relu(self.C3(x))
    x = f.relu(self.S4(x))
    x = x.view(-1, 400)  # Flatten the tensor for the fully connected layer
    x = f.relu(self.C5(x))
    x = f.relu(self.F6(x))
    # x = f.softmax(self.OUTPUT(x))
    x = self.OUTPUT(x)
    return x

# Initialize model, loss, and optimizer
model = LeNet5()
criterion = nn.CrossEntropyLoss()  # Cross-entropy loss
optimizer = optim.Adam(model.parameters(), lr=0.001)  # Adam optimizer
# optimizer = torch.optim.SGD(model.parameters(), lr=0.001)

print(f"images:{images.shape}")
input = images[0, :, :, :]
print(f"input:{input.shape}")
output = model(images[0, :, :, :])
print(f"output:{output.shape}")
print(output)
print(torch.sum(output))

output = model(images)
print(output.shape)

# Assuming you have `train_loader` which loads your data
def train(model, train_loader, criterion, optimizer, epochs=10):
    # model.train()  # Set the model to training mode
    for epoch in range(epochs):

        print(f"Epoch {epoch}")
        print("Training :")
        model.train()
        total_loss = 0
        for batch_idx, (data, target) in enumerate(train_loader):
            optimizer.zero_grad()  # Clear gradients
            # print(f"data:{data.shape}")
            output = model(data)  # Forward pass
            loss = criterion(output, target)  # Compute loss
            total_loss = total_loss + loss
            loss.backward()  # Backpropagation
            optimizer.step()  # Update weights
            if batch_idx % 10 == 0:
                print(f' Batch {batch_idx:3}, Loss: {loss.item()}')
        print(f"Total loss: {total_loss}")

        print("Validation :")
        model.eval()
        with torch.no_grad():
            total_loss = 0
            correct = 0
            incorrect = 0
            for batch_idx, (data, target) in enumerate(val_loader):
                output = model(data)  # Forward pass
                loss = criterion(output, target)  # Compute loss
                total_loss = total_loss + loss
                correct += (output.argmax(1) == target).type(torch.float32).sum().item()
                incorrect += (output.argmax(1) != target).type(torch.float32).sum().item()
                if batch_idx % 10 == 0:
                    print(f' Batch {batch_idx:3}, Loss: {loss.item()}')
            print(f"Total loss: {total_loss}")
            accuracy = correct / (correct + incorrect)
            print(f"correct: {correct}\nincorrect: {incorrect}\naccuracy: {accuracy*100:6.3}%")
            # print(f"Accuracy: {(100*correct):>0.1f}%")

        print("")

# Example usage
# train(model, train_loader, criterion, optimizer)

train(model, train_loader, criterion, optimizer, epochs=5)