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6 posts

Building a Neural Network from Logistic Regression | CMU 07-280 Lecture 11

Lecture 11 expands a logistic unit into a multilayer network: linear layers produce z, activations produce a, and multiple neurons jointly learn a feature transform trained through a final loss.

How Backpropagation Reuses the Chain Rule | CMU 07-280 Lecture 12

Lecture 12 treats a network as a computation graph: the forward pass stores intermediates, the backward pass propagates upstream gradients, and local linear, activation, and softmax rules compute every parameter gradient efficiently.

Neural Networks and LLMs: From Units and Backpropagation to Decoder-Only Models | Stanford CS124 Week 6

Week 6 has two halves. The pre-recorded material teaches neural networks: how one unit computes, why hidden layers are needed, the softmax, classification and language modeling with word vectors, and backpropagation. The live lecture introduces large language models: what they are, the three architectures, why so many tasks can be recast as continuing text, how to sample, how pretraining works, and how a model becomes an assistant.

Matrix Calculus and Backpropagation | Stanford CS224N Lecture 3

Lecture 3 decomposes neural-network training into computation graphs, local derivatives, and the chain rule: the forward pass computes a result; backprop accumulates gradients from the output so every parameter knows how to move.

Expose Neural Networks and Backpropagation with NumPy | CMU 10-301 Assignment 5

HW5 avoids automatic differentiation so learners must track forward shapes, caches, and backward gradients themselves.

Move from Basic Neural Networks to Deep Learning | CMU 10-301 Assignment 7

HW7 builds on HW5 backpropagation to address deep-model architecture and training failures, emphasizing diagnosis over merely adding layers.