This project demonstrates the complete implementation of a neural network from scratch using Python and NumPy, without relying on any deep learning frameworks. It is designed to provide a deep understanding of the fundamental building blocks of neural networks and their underlying mathematical operations. π οΈπ
- πΉ Manually implemented a single neuron with multiple inputs, weights, and biases.
- πΉ Demonstrated forward propagation using basic Python operations.
- πΈ Built a layer of neurons manually, calculating outputs for multiple neurons.
- πΈ Optimized the implementation using loops for scalability.
- πΉ Leveraged NumPy for efficient matrix operations and dot products.
- πΉ Implemented single neurons, layers, and batch processing using NumPy for improved performance.
- πΈ Processed batches of input data through layers of neurons.
- πΈ Demonstrated the importance of batch processing in neural networks.
π‘ Hidden Layers and Multi-Layer Networks
- πΉ Implemented multi-layer neural networks with multiple hidden layers.
- πΉ Showcased forward propagation through multiple layers using matrix operations.
- πΈ Integrated activation functions like ReLU and Softmax to introduce non-linearity.
- πΈ Explained their role in neural network training and decision-making.
- πΉ Implemented loss functions such as categorical cross-entropy to evaluate model performance.
- πΉ Demonstrated the calculation of loss for classification tasks.
- πΈ Generated non-linear training data for testing the neural network.
- πΈ Visualized the data to understand its distribution and complexity.
- πΉ Encapsulated layers and operations into reusable classes for better modularity and scalability.
- πΉ Designed the project to be extendable for future enhancements.
This project reflects significant effort and attention to detail, showcasing a strong understanding of neural network fundamentals, mathematical operations, and efficient coding practices. π»π§ͺ It serves as a foundational step toward mastering deep learning concepts and implementing advanced neural network architectures. ππ€