Neural Network Framework
Project 6
From First Principles to Your First Real Neural Network Framework
In Section 1, you built every piece of a neural network by hand: dot products, activations, gradients, multi‑feature regression, logistic regression, and even multi‑layer backprop for XOR. You’ve seen how neuron networks stack layers, and how gradients flow backward through the entire system.
Now we’re ready for the next step.
In the real world, nobody trains neural networks by manually writing out gradients or wiring layers together. Instead, we use frameworks like PyTorch and TensorFlow, tools that package all the math you’ve learned into clean, modular components.
Before we jump into those frameworks, we’re going to build our own.
Why?
Because once you understand how a framework works on the inside, learning PyTorch becomes effortless. You’ll recognize every concept, layers, modules, activations, loss functions, training loops; because you built them yourself.
Project 6 is where everything from Section 1 comes together.
We’ll turn the math you’ve mastered into a real, modular neural‑network framework:
DenseLayer : the matrix math from Project 2
SequentialModel : the stacked architecture from Project 4
Activation functions : the nonlinearities from Project 3
Loss functions : the objectives from Projects 1–3
Trainer : the learning loop you’ve been building since Project 1
Saving + loading : the workflow used in real ML systems
Inference : making predictions with a trained model
By the end of this project, you won’t just understand neural networks, you’ll have built a framework that looks and feels like a tiny version of PyTorch or TensorFlow.
This is the bridge between:
Section 1 - math‑first learning
Section 2 - real neural network engineering.
Let’s build a machine that uses everything you’ve learned.
Before we write any code, let’s map out the architecture of the framework.
Just like any good code, each file has a single responsibility.
File Structure Overview
├── activations.py
├── losses.py
├── layers.py
├── model.py
├── trainer.py
├── saved_models.py
├── inference.py
└── data.py
Each file plays a specific role in the system:
layers.py
Base Layer class
DenseLayer (fully connected layer)
Weight initialization
Forward pass
Backward pass
Gradient computation
This is the mathematical heart of the network.
activations.py
ReLU
Sigmoid
Tanh
Derivatives for each
These functions introduce nonlinearity — the key to solving problems like XOR.
model.py
SequentialModel container
Runs forward pass through all layers
Runs backward pass in reverse
Provides .predict() and .summary()
This is your PyTorch‑style nn.Sequential.
trainer.py
Mini‑batch training
Forward pass
Loss computation
Backpropagation
Parameter updates
Evaluation
This is your training engine — the equivalent of PyTorch’s training loop + optimizer.
losses.py
MSE
Binary cross‑entropy
Softmax cross‑entropy
These functions tell the network how wrong it is.
saved_models.py
Save model weights
Load model weights
This mirrors PyTorch’s state_dict() workflow.
inference.py
Rebuild a model
Load saved weights
Run predictions on new data
This separates training from deployment — just like real ML systems.
Putting It All Together
By the end of this project, you’ll be able to write:
model = SequentialModel([
DenseLayer(2, 6, relu, relu_deriv),
DenseLayer(6, 3, relu, relu_deriv),
DenseLayer(3, 1, sigmoid, sigmoid_deriv)
])
Then train it:
trainer = Trainer(model, binary_cross_entropy, binary_cross_entropy_deriv, lr=0.01)
trainer.train(X_train, y_train, epochs=2000, batch_size=4)
Evaluate it:
loss, acc = trainer.evaluate(X_test, y_test, classification=True)
Save it:
save_model(model, "model.pkl")
And run inference:
prediction = predict([5, 7])
This is the exact workflow used in real deep‑learning frameworks — and you’re about to build it from scratch.
What’s Next (Part 2 Preview)
In Part 2, we’ll start implementing the framework piece by piece:
Build DenseLayer
Build SequentialModel
Implement activations and losses
Write the training loop
Connect everything into a working system
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