What is a forward pass in neural-network training?
Follow a neural network's forward pass from inputs to predictions, and understand how activations, loss, and the backward pass fit together.
What is a forward pass in neural-network training?
A forward pass is the computation that carries an input through a neural network to produce an output. It uses the current parameter values. During training, that output is used to calculate a loss; the forward pass alone does not update the learned weights.
From input to prediction
Consider a model that classifies a short message as positive or negative. The text becomes token IDs, which are mapped to vectors. Layers then transform those vectors into representations suitable for the task.
A final layer produces scores for the possible categories. Those scores can be converted into probabilities, such as 0.8 for positive and 0.2 for negative. The exact operations depend on the model architecture.
Why intermediate values matter
The temporary values produced inside layers are called activations. They change with the input, even when the parameters remain fixed.
During gradient-based training, a framework typically retains information from the forward computation so it can calculate derivatives later. Memory-saving methods may instead recompute some intermediate values during the backward pass.
For a language model, training can compute next-token predictions for many positions in a sequence within a single forward computation, while preserving the causal restriction on future context.
How the training cycle continues
The loss compares the output with training targets. The backward pass computes gradients, and the optimizer applies parameter updates.
Inference also uses forward computations, but normally skips gradient calculation and training updates. This distinction explains how the same model can support both learning from examples and answering requests.
A normal forward pass calculates outputs using current weights. Learned parameter updates happen through the optimizer, although some training-mode layers may update separate running statistics.
Parameters are learned values reused across inputs. Activations are intermediate results of processing a particular input and can change even when parameters stay fixed.
Training commonly keeps activations, gradients, and optimizer state in addition to model parameters. Inference usually avoids much of that extra storage and computation.
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