π― SparseAttentionWeighting
π― SparseAttentionWeighting
π― Overview
The SparseAttentionWeighting layer implements a learnable attention mechanism that combines outputs from multiple modules using temperature-scaled attention weights. The attention weights are learned during training and can be made more or less sparse by adjusting the temperature parameter.
This layer is particularly powerful for ensemble learning, multi-branch architectures, and any scenario where you need to intelligently combine outputs from different processing modules.
π How It Works
The SparseAttentionWeighting layer processes multiple module outputs through temperature-scaled attention:
- Module Weighting: Learns importance weights for each input module
- Temperature Scaling: Applies temperature scaling to control sparsity
- Softmax Normalization: Converts weights to attention probabilities
- Weighted Combination: Combines module outputs using attention weights
- Output Generation: Produces final combined output
graph TD
A[Module 1 Output] --> D[Attention Weights]
B[Module 2 Output] --> D
C[Module N Output] --> D
D --> E[Temperature Scaling]
E --> F[Softmax Normalization]
F --> G[Attention Probabilities]
A --> H[Weighted Sum]
B --> H
C --> H
G --> H
H --> I[Combined Output]
style A fill:#e6f3ff,stroke:#4a86e8
style B fill:#e6f3ff,stroke:#4a86e8
style C fill:#e6f3ff,stroke:#4a86e8
style I fill:#e8f5e9,stroke:#66bb6a
style D fill:#fff9e6,stroke:#ffb74d
style G fill:#f3e5f5,stroke:#9c27b0
π‘ Why Use This Layer?
| Challenge | Traditional Approach | SparseAttentionWeighting's Solution |
|---|---|---|
| Module Combination | Simple concatenation or averaging | π― Learned attention weights for optimal combination |
| Sparsity Control | Fixed combination strategies | β‘ Temperature scaling for controllable sparsity |
| Ensemble Learning | Uniform weighting of models | π§ Adaptive weighting based on module performance |
| Multi-Branch Networks | Manual branch combination | π Automatic learning of optimal combination weights |
π Use Cases
- Ensemble Learning: Combining multiple model outputs intelligently
- Multi-Branch Architectures: Weighting different processing branches
- Attention Mechanisms: Implementing sparse attention for efficiency
- Module Selection: Learning which modules are most important
- Transfer Learning: Combining pre-trained and fine-tuned features
π Quick Start
Basic Usage
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In a Sequential Model
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In a Functional Model
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Advanced Configuration
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π API Reference
kerasfactory.layers.SparseAttentionWeighting
Classes
SparseAttentionWeighting
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Sparse attention mechanism with temperature scaling for module outputs combination.
This layer implements a learnable attention mechanism that combines outputs from multiple modules using temperature-scaled attention weights. The attention weights are learned during training and can be made more or less sparse by adjusting the temperature parameter. A higher temperature leads to more uniform weights, while a lower temperature makes the weights more concentrated on specific modules.
Key features: 1. Learnable module importance weights 2. Temperature-controlled sparsity 3. Softmax-based attention mechanism 4. Support for variable number of input features per module
Example:
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Parameters:
| Name | Type | Description | Default |
|---|---|---|---|
num_modules |
int
|
Number of input modules whose outputs will be combined. |
required |
temperature |
float
|
Temperature parameter for softmax scaling. Default is 1.0. - temperature > 1.0: More uniform attention weights - temperature < 1.0: More sparse attention weights - temperature = 1.0: Standard softmax behavior |
1.0
|
Initialize sparse attention weighting layer.
Parameters:
| Name | Type | Description | Default |
|---|---|---|---|
num_modules |
int
|
Number of input modules to weight. Must be positive. |
required |
temperature |
float
|
Temperature parameter for softmax scaling. Must be positive. Controls the sparsity of attention weights: - Higher values (>1.0) lead to more uniform weights - Lower values (<1.0) lead to more concentrated weights |
1.0
|
**kwargs |
dict[str, Any]
|
Additional layer arguments passed to the parent Layer class. |
{}
|
Raises:
| Type | Description |
|---|---|
ValueError
|
If num_modules <= 0 or temperature <= 0 |
Source code in kerasfactory/layers/SparseAttentionWeighting.py
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Functions
classmethod
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Create layer from configuration.
Parameters:
| Name | Type | Description | Default |
|---|---|---|---|
config |
dict[str, Any]
|
Layer configuration dictionary |
required |
Returns:
| Type | Description |
|---|---|
SparseAttentionWeighting
|
SparseAttentionWeighting instance |
Source code in kerasfactory/layers/SparseAttentionWeighting.py
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π§ Parameters Deep Dive
num_modules (int)
- Purpose: Number of input modules whose outputs will be combined
- Range: 2 to 20+ (typically 2-8)
- Impact: Must match the number of input tensors
- Recommendation: Start with 2-4 modules, scale based on architecture complexity
temperature (float)
- Purpose: Temperature parameter for softmax scaling
- Range: 0.1 to 10.0 (typically 0.3-2.0)
- Impact: Controls attention sparsity
- Recommendation:
- 0.1-0.5: Very sparse attention (focus on 1-2 modules)
- 0.5-1.0: Moderate sparsity (balanced attention)
- 1.0-2.0: More uniform attention (all modules contribute)
π Performance Characteristics
- Speed: β‘β‘β‘β‘ Very fast - simple weighted combination
- Memory: πΎπΎ Low memory usage - minimal additional parameters
- Accuracy: π―π―π―π― Excellent for ensemble and multi-branch architectures
- Best For: Multi-module architectures requiring intelligent combination
π¨ Examples
Example 1: Ensemble Model Combination
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Example 2: Multi-Scale Feature Processing
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Example 3: Attention Analysis
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π‘ Tips & Best Practices
- Temperature Tuning: Start with 0.5-1.0, adjust based on desired sparsity
- Module Diversity: Ensure modules have different characteristics for effective combination
- Weight Initialization: Weights are initialized to ones (equal importance)
- Gradient Flow: Attention weights are learnable and differentiable
- Monitoring: Track attention patterns to understand module importance
- Regularization: Consider adding L1 regularization to encourage sparsity
β οΈ Common Pitfalls
- Module Count: Must match the number of input tensors exactly
- Temperature Range: Very low temperatures (<0.1) can cause numerical instability
- Input Consistency: All input tensors must have the same shape
- Gradient Vanishing: Very sparse attention can lead to gradient issues
- Overfitting: Too many modules without regularization can cause overfitting
π Related Layers
- GatedFeatureFusion - Gated feature fusion mechanism
- VariableSelection - Dynamic feature selection
- TabularAttention - General attention mechanisms
- InterpretableMultiHeadAttention - Interpretable attention
π Further Reading
- Attention Mechanisms in Deep Learning - Understanding attention mechanisms
- Ensemble Learning Methods - Ensemble learning concepts
- Temperature Scaling in Neural Networks - Temperature scaling techniques
- KerasFactory Layer Explorer - Browse all available layers
- Feature Engineering Tutorial - Complete guide to feature engineering