- name
- self-organising-transformer
- description
- Self-organising transformer architectures that determine their own structure during training. DDCL-INCRT pattern with hierarchical prototype structure. Use when designing adaptive neural architectures, self-organising networks, or architectures that evolve structure. Activation: self-organising transformer, DDCL, adaptive architecture, self-organising network, 自组织架构, prototype learning.
# Self-Organising Transformer Architecture
Architecture that determines its own structure during training, combining Deep Dual Competitive Learning (DDCL) with incremental representation.
## Core Innovation
Traditional transformers have fixed architecture. DDCL-INCRT learns the optimal structure:
- **DDCL**: Replaces feedforward blocks with learned prototype vectors
- **INCRT**: Incrementally builds representation hierarchy
- **Self-determination**: Network discovers its own optimal structure
## Key Components
### 1. Deep Dual Competitive Learning (DDCL)
```python
# Instead of fixed feedforward:
# x -> Linear -> ReLU -> Linear -> output
# DDCL uses learned prototypes:
# x -> match_prototypes(x) -> select_best -> combine -> output
class DDCLBlock:
prototypes: Tensor # Learned dictionary of patterns
def forward(x):
# Competitive learning: match input to prototypes
similarities = cosine_similarity(x, self.prototypes)
best_matches = top_k(similarities)
return weighted_combination(best_matches)
```
### 2. Hierarchical Prototype Structure
Multi-level prototypes capture patterns at different scales:
- **Level 1**: Basic features (edges, textures)
- **Level 2**: Combinations (shapes, parts)
- **Level 3**: High-level concepts
### 3. Self-Organising Mechanism
Architecture evolves during training:
- Add prototypes when novelty detected
- Merge similar prototypes for efficiency
- Prune unused prototypes
- Adjust hierarchy depth
## Implementation Patterns
### Pattern 1: Replace Transformer FFN
```python
class SelfOrganisingTransformer(nn.Module):
def __init__(self, d_model, n_prototypes):
self.ddcl = DDCLBlock(d_model, n_prototypes)
def forward(self, x):
# Attention remains standard
attn_out = self.attention(x)
# FFN replaced by DDCL
return self.ddcl(attn_out)
```
### Pattern 2: Incremental Hierarchy
```python
# Start with minimal structure
# Grow during training based on data complexity
def grow_hierarchy(model, data):
novelty_score = compute_novelty(data, model.prototypes)
if novelty_score > threshold:
model.add_prototype_level()
```
### Pattern 3: Prototype Pruning
```python
# Remove unused prototypes periodically
def prune_prototypes(model):
usage_counts = model.get_prototype_usage()
unused = find_unused_prototypes(usage_counts)
model.remove_prototypes(unused)
```
## Benefits
| Aspect | Fixed Architecture | Self-Organising |
|--------|-------------------|-----------------|
| Efficiency | Over-parameterized | Optimal for data |
| Adaptation | Manual tuning | Automatic |
| Interpretability | Hidden layers | Visible prototypes |
| Memory | Fixed size | Dynamic allocation |
## Activation Keywords
- self-organising transformer
- DDCL
- DDCL-INCRT
- adaptive architecture
- prototype learning
- 自组织架构
- competitive learning
- dynamic neural network
## Use Cases
1. **Adaptive models**: Networks that adjust to task complexity
2. **Interpretable AI**: Prototypes are human-readable patterns
3. **Efficient inference**: Only activate needed prototypes
4. **Incremental learning**: Add new knowledge without retraining
## Related Skills
- **transformer-architecture**: Standard transformer patterns
- **competitive-learning**: Learning with competition
- **prototype-networks**: Prototype-based models
## Resources
- arxiv.org/abs/2604.01880 - DDCL-INCRT paper
- Competitive learning literature
- Prototype networks research
## Notes
- Requires careful initialization of prototypes
- Trade-off: flexibility vs training stability
- Best for domains with clear prototype patterns
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