Causal Attention: From Q, K, and V to the Next Token | CMU 10-423 Lecture 2
An RNN compresses the prefix into a state.
An RNN compresses the prefix into a state.
Learning a next-token distribution and choosing a token from that distribution are consecutive but distinct operations.
Lecture 7 constructed noisy inputs and noise targets.
A conventional autoencoder compresses an input into a vector and reconstructs it.
Separate what ICL, SFT, reward models, and RLHF each change, with worked examples and answered variations.
Derive the DPO loss with a recomputable example, then trace shapes and conditioning paths in latent diffusion.
A complete worked example and answered variations for Vision-Language Models: Turning Images into Language-Model Inputs.
A complete worked example and answered variations for Cross-Attention and DiT: How Conditions Enter a Denoiser.
Trace Q-Former queries and two-stage training, then compute a model/data split under a fixed compute budget.
A complete worked example and answered variations for Mixture of Experts: Separating Capacity from Active Computation.
A complete worked example and answered variations for Distributed Training: Splitting Data, Models, and Optimizer State.
A complete worked example and answered variations for Efficient Inference: FlashAttention, KV Caches, and Speculative Decoding.
Long Context: Fitting Input Is Not Reliable Retrieval | CMU 10-423 Lecture 19
State Space Models: From Recurrence to Convolution | CMU 10-423 Lecture 21
Generative AI Risks: Turning Failures into Tests | CMU 10-423 Lecture 22
Compute frames, mel bins, and WER, then account for codec tokens and contrast diffusion sampling.
Video Generation: Modeling the Time Axis | CMU 10-423 Lecture 25
Separate three world representations and evidence of action control, then examine consensus costs and corrigibility theorem conditions.
A complete worked example and answered variations for LoRA: What Changes When Most Weights Stay Frozen.
Use the public practice exam to diagnose assumptions, data flow, and evaluation errors through a worked probability example.