Learning Rate

Appears in 3 papers · 1 tutorial

A small positive number (e.g.

As used in Paper 02 — The Perceptron: A Probabilistic Model for Information Storage and Organization in the Brain →

A small positive number (e.g. 0.1) that controls how big each weight update step is. Too high: learning overshoots and oscillates. Too low: learning is painfully slow. Choosing the right learning rate remains an important practical consideration in all neural network training today.

As used in Paper 03 — Learning Representations by Back-propagating Errors →

The η (eta) in the weight update rule w ← w - η×∂L/∂w. Controls the step size in gradient descent. Too high: overshoots, diverges. Too low: learns very slowly. Finding the right learning rate is one of the most important practical tasks in training neural networks.

As used in Paper 13 — Scaling Laws for Neural Language Models →

A hyperparameter controlling the step size in gradient descent. The scaling laws assume learning rate is optimized for each model size. Poor learning rate scheduling breaks the scaling laws.

As used in Fine-Tuning & Model Customization →

The size of each gradient-descent step; the single most important hyperparameter. (M03)