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Gradient descent history

Snapshots are retained. Added and removed counts compare normalized words with the preceding revision.

r4Seed corpus update
+0 / −39 words

As of 2026-07-13

Gradient descent updates parameters in the direction opposite the local loss gradient. The learning rate controls step size; convergence behavior also depends on curvature, noise, scaling, and optimizer state.

Revision snapshot

Overview. Gradient descent updates parameters in the direction opposite the local loss gradient. The learning rate controls step size; convergence behavior also depends on curvature, noise, scaling, and optimizer state.

Mechanism and context. The gradient gives the local direction of increasing loss, so subtracting a learning-rate-scaled gradient proposes a lower-loss parameter update. In a neural network this operation is repeated over batches, while the optimizer determines how present and past gradient information shape each step.

Practical use. Use the formula as a debugging map: inspect the loss, gradient scale, learning rate, and parameter change separately. A flat or unstable training curve may reflect the objective, data scale, numerical behavior, or update rule rather than a vague failure of the model.

Related reading. Read Backpropagation for how the gradient is computed through layers, Cross-entropy for a common training objective, and Adam for an adaptive update rule that maintains moment estimates.

r3Seed corpus update
+131 / −75 words

As of 2026-07-13

Gradient descent updates parameters in the direction opposite the local loss gradient. The learning rate controls step size; convergence behavior also depends on curvature, noise, scaling, and optimizer state.

Revision snapshot

Overview. Gradient descent updates parameters in the direction opposite the local loss gradient. The learning rate controls step size; convergence behavior also depends on curvature, noise, scaling, and optimizer state.

Mechanism and context. The gradient gives the local direction of increasing loss, so subtracting a learning-rate-scaled gradient proposes a lower-loss parameter update. In a neural network this operation is repeated over batches, while the optimizer determines how present and past gradient information shape each step.

Practical use. Use the formula as a debugging map: inspect the loss, gradient scale, learning rate, and parameter change separately. A flat or unstable training curve may reflect the objective, data scale, numerical behavior, or update rule rather than a vague failure of the model.

Limitations and evidence. A gradient is local information, and one step does not promise global improvement for every learning rate or loss surface. Convergence claims need the optimizer settings, schedule, initialization, batch construction, and observed training and validation behavior.

Related reading. Read Backpropagation for how the gradient is computed through layers, Cross-entropy for a common training objective, and Adam for an adaptive update rule that maintains moment estimates.

r2Seed corpus update
+1 / −1 words

As of 2026-07-13

Gradient descent updates parameters in the direction opposite the local loss gradient. The learning rate controls step size; convergence behavior also depends on curvature, noise, scaling, and optimizer state.

Revision snapshot

Gradient descent updates parameters in the direction opposite the local loss gradient.

The learning rate controls step size; convergence behavior also depends on curvature, noise, scaling, and optimizer state.

Why it matters: Gradient descent is best understood as part of a system, not as a label in isolation. The practical questions are what inputs it accepts, what outputs it produces, which evidence supports its capabilities, what constraints surround deployment, and how those details change over time. The Compendium separates the documented facts above from interpretation and records an as-of date so readers can re-check the primary source.

Reading note: this is original explanatory writing. It links to the cited source instead of reproducing protected text. Product availability, model names, pricing, and policies can change; follow the source for the provider's current position.

r1Seed corpus update

As of 2026-07-13

Gradient descent updates parameters in the direction opposite the local loss gradient. The learning rate controls step size; convergence behavior also depends on curvature, noise, scaling, and optimizer state.

Revision snapshot

Gradient descent updates parameters in the direction opposite the local loss gradient.

The learning rate controls step size; convergence behavior also depends on curvature, noise, scaling, and optimizer state.

Why it matters: Gradient descent is best understood as part of a system, not as a label in isolation. The practical questions are what inputs it accepts, what outputs it produces, which evidence supports its capabilities, what constraints surround deployment, and how those details change over time. The Atlas separates the documented facts above from interpretation and records an as-of date so readers can re-check the primary source.

Reading note: this is original explanatory writing. It links to the cited source instead of reproducing protected text. Product availability, model names, pricing, and policies can change; follow the source for the provider's current position.