Principle:Tensorflow Tfjs Fine Tuning
Metadata
| Field | Value |
|---|---|
| Principle Name | Tensorflow Tfjs Fine Tuning |
| Library | TensorFlow.js |
| Domains | Transfer_Learning, Optimization |
| Type | Principle |
| Implemented By | Implementation:Tensorflow_Tfjs_LayersModel_Compile_And_Fit_For_Transfer |
| Source | TensorFlow.js |
| Last Updated | 2026-02-10 00:00 GMT |
Overview
Fine-tuning is the process of compiling and training a transfer learning model on task-specific data. It adapts the pretrained representations to the new task by training the task head (and optionally unfrozen base layers) on the target dataset. Fine-tuning requires careful hyperparameter selection -- particularly learning rate, number of epochs, and regularization strategies -- to balance between leveraging pretrained knowledge and adapting to the new task.
Description
Fine-tuning in transfer learning differs fundamentally from training a model from scratch. The pretrained weights provide a strong initialization that must be preserved and gently adapted rather than overwritten. This requires:
- Lower learning rates -- Typically 10x to 100x smaller than training from scratch (e.g., 0.0001 instead of 0.01).
- Fewer epochs -- The pretrained features provide a strong starting point, so the model converges faster.
- Early stopping -- Monitoring validation metrics and stopping training when performance plateaus or degrades prevents overfitting.
- Careful optimizer selection -- Adam with a low learning rate is the most common choice for fine-tuning.
Two-Phase Fine-Tuning
The most robust fine-tuning strategy involves two phases:
| Phase | Description | Learning Rate | Layers Trained |
|---|---|---|---|
| Phase 1: Head training | Train only the new task head with all base layers frozen. This allows the randomly initialized head to learn reasonable weights without disrupting the pretrained base. | Moderate (e.g., 0.001) | Task head only |
| Phase 2: Full fine-tuning | Unfreeze some or all base layers and continue training with a much lower learning rate. The task head now provides stable gradients that gently adapt the pretrained features. | Very low (e.g., 0.00001) | Task head + unfrozen base layers |
Theoretical Basis
Why Lower Learning Rates?
Pretrained weights occupy a region of the loss landscape that represents a good solution for the source task. A large learning rate would cause large weight updates that move the model far from this region, potentially destroying the pretrained representations. A small learning rate ensures the model stays near the pretrained solution while gradually adapting to the new task.
Early Stopping
Early stopping is a form of regularization that prevents overfitting by monitoring a validation metric (typically val_loss) and halting training when it stops improving. The key parameters are:
- monitor -- Which metric to watch (val_loss for regression/classification, val_accuracy for classification).
- patience -- Number of epochs to wait for improvement before stopping. Higher patience allows the model to recover from temporary performance dips.
- restoreBestWeights -- Whether to roll back to the weights from the epoch with the best monitored metric. This is critical because the final epoch may not have the best performance.
- minDelta -- Minimum change in the monitored metric to qualify as an improvement. Prevents stopping due to insignificant fluctuations.
Overfitting in Transfer Learning
Transfer learning models are particularly susceptible to overfitting because:
- The target dataset is often small (the whole point of transfer learning is to work with limited data).
- The model has high capacity (pretrained models are typically large).
- The pretrained features may be too specific to the source domain if too many layers are unfrozen.
Countermeasures include:
- Aggressive dropout in the task head (0.3-0.5).
- Data augmentation on the target dataset.
- Early stopping to halt training before overfitting occurs.
- Minimal unfreezing -- only unfreeze base layers if head-only training is insufficient.
Compilation Configuration
Compiling the model associates it with:
- Optimizer -- Defines the weight update rule and learning rate. Adam is preferred for fine-tuning due to its adaptive learning rate per parameter.
- Loss function -- Measures the discrepancy between predictions and targets. Must match the task (categoricalCrossentropy for multi-class, binaryCrossentropy for binary, meanSquaredError for regression).
- Metrics -- Quantities monitored during training for evaluation purposes but not used for optimization.
Usage
Fine-tuning is the training step in the transfer learning pipeline:
- Small dataset, similar domain -- Head-only training (Phase 1) may be sufficient. Use early stopping with patience of 3-5 epochs.
- Small dataset, different domain -- Head-only training first, then cautious fine-tuning of late base layers. Use high dropout and early stopping.
- Large dataset, similar domain -- Fine-tune more aggressively with more epochs and more unfrozen layers.
- Large dataset, different domain -- May benefit from unfreezing most or all layers with a low learning rate.
Hyperparameter Guidelines
| Hyperparameter | Recommended Range | Notes |
|---|---|---|
| Learning rate (head training) | 0.0001 - 0.001 | Standard Adam default (0.001) is often a good starting point |
| Learning rate (fine-tuning) | 0.000001 - 0.0001 | 10x-100x lower than head training |
| Batch size | 16 - 64 | Smaller batches act as regularization; limited by GPU memory |
| Epochs | 10 - 50 | Use early stopping to determine the actual number |
| Early stopping patience | 3 - 10 | Higher for noisier or larger datasets |
| Dropout rate | 0.3 - 0.5 | Higher for smaller datasets |
Related Pages
- Principle:Tensorflow_Tfjs_Layer_Freezing -- Freezing layers before fine-tuning
- Principle:Tensorflow_Tfjs_Task_Head_Construction -- Building the task head that will be fine-tuned
- Principle:Tensorflow_Tfjs_Model_Evaluation_And_Deployment -- Evaluating and saving the fine-tuned model
- Implementation:Tensorflow_Tfjs_LayersModel_Compile_And_Fit_For_Transfer -- TensorFlow.js implementation of fine-tuning