How Large Language Models (LLMs) Think: Turning Meaning into Math
- How an LLM turns words and tokens into numerical vectors it can process
- How distance and direction in embedding space can represent relationships in meaning
- Why linear algebra and geometry are two ways of describing the same internal structure
- How matrix operations transform information as it moves through a model
- Why high-dimensional spaces can represent many subtle features of language at once
- How probability guides a model from its current context toward the next token
