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Neural scaling laws

Scaling-law research models loss as power-law relationships with compute, data, and parameter count over studied regimes. An empirical scaling trend supports planning within its evidence range but is not a physical law guaranteeing every architecture or dataset.

L(x)\approx L_\infty+Ax^{-\alpha}

Overview. Scaling-law research models loss as power-law relationships with compute, data, and parameter count over studied regimes.

Context. An empirical scaling trend supports planning within its evidence range but is not a physical law guaranteeing every architecture or dataset.

Claims and evidence

Claim ledger, 2