How AI learns — in plain language
Understanding AI's strengths and limits means understanding how the technology works. Before the definitions, three ideas that most of the vocabulary hangs from: what "AI" spans, how a model learns, and how it drives its errors down.
The stages of AI
"Artificial intelligence," coined in the 1950s, covers what exists today and what is still aspirational — sorted here by the machine's level of intelligence and what it can do.
Narrow (weak) AI
Reactive systems respond identically to the same input every time — IBM's chess engine Deep Blue. Limited-memory systems keep some memory of past performance and improve over time — ChatGPT, Gemini. Narrow in application, powerful within their lane.
Artificial general intelligence (AGI)
Intelligence typical of an average adult human — not tied to a single task, and potentially able to acquire genuinely novel abilities. A further step, a theory of mind, would model human mental states and emotions.
Artificial superintelligence
General intelligence exceeding human capability, and — further still — self-aware AI that is conscious, or behaves indistinguishably from a human. Speculative, and central to a great deal of the risk debate.
Four ways a machine learns
Machine learning gives a computer a task, a measure of performance, and data — then lets it find the patterns itself. The initial learning phase usually takes one of four shapes.
Supervised
Humans label the data in advance — "these images are birds." The model learns to map labelled inputs to known outputs.
Unsupervised
The data is unlabelled. The model is free to find whatever structure it can — clusters, associations, outliers — with no instruction on what matters.
Semi-supervised
A blend: a little labelled data guides learning over a much larger pool of unlabelled data.
Reinforcement
The model takes a sequence of steps in an environment to maximise a reward — e.g. optimising fuel use across a set of bus routes.
Learning by minimising error
No model is right every time; the goal is to make the errors small. A loss function measures how far predictions sit from known answers. Adjusting the model's parameters step by step to push that loss to its lowest point — its minimum — is gradient descent, and it is, in essence, what "learning" means here.
The glossary
From vocabulary to obligation.
Knowing the terms is step one. Knowing which rules bind you — and when — is step two. The Praxis Lab trackers map the live regulatory picture on both sides of the Atlantic.