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What are LLM scaling laws, and what do they actually le...
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See plansScaling laws are empirical power-law relationships showing how test loss changes as you vary model size, dataset size, and total training compute. They’re fit by training a range of smaller, cheaper models across a grid of sizes and data amounts, then fitting a curve — the striking empirical finding is how smoothly and predictably loss improves as any of those axes scale, well before you’d naively expect diminishing returns.
The practical value isn’t “the loss will be exactly X” — it’s decision- making under a fixed compute budget. Before committing to an expensive training run, scaling laws tell you the compute-optimal split between making the model bigger versus feeding it more data, which is a question you’d otherwise be guessing at with an eight- or nine-figure compute bill on the line.