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619 lines (503 loc) · 25.7 KB
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"""
Enhanced Attention Head Importance Analysis
Supports both standard PyTorch MultiheadAttention and HuggingFace model architectures.
Implements multiple importance calculation methods:
- Gradient-based importance
- Entropy-based importance (attention pattern analysis)
- Variance-based importance (output contribution)
- Taylor expansion importance
"""
import torch
import torch.nn as nn
import torch.nn.functional as F
from typing import Dict, List, Tuple, Any, Optional
import numpy as np
from collections import defaultdict
class AttentionHeadDetector:
"""
Detects attention heads in various model architectures.
Supports: PyTorch nn.MultiheadAttention, HuggingFace BERT/GPT2, custom implementations.
"""
@staticmethod
def detect_attention_modules(model: nn.Module) -> Dict[str, Dict[str, Any]]:
"""
Detect all attention modules in a model.
Returns:
Dictionary mapping layer names to attention configuration:
{
'layer_name': {
'type': 'multihead' | 'huggingface_bert' | 'huggingface_gpt2',
'num_heads': int,
'head_dim': int,
'query': nn.Module,
'key': nn.Module,
'value': nn.Module,
'output': nn.Module (optional)
}
}
"""
attention_modules = {}
for name, module in model.named_modules():
# Standard PyTorch MultiheadAttention
if isinstance(module, nn.MultiheadAttention):
attention_modules[name] = {
'type': 'multihead',
'num_heads': module.num_heads,
'head_dim': module.embed_dim // module.num_heads,
'module': module
}
# HuggingFace BERT-style attention
elif 'Attention' in type(module).__name__:
# Look for query, key, value submodules
if hasattr(module, 'self'):
self_attn = module.self
if hasattr(self_attn, 'query') and hasattr(self_attn, 'key') and hasattr(self_attn, 'value'):
num_heads = getattr(self_attn, 'num_attention_heads', 12)
hidden_size = getattr(self_attn, 'attention_head_size', 64) * num_heads
attention_modules[name] = {
'type': 'huggingface_bert',
'num_heads': num_heads,
'head_dim': hidden_size // num_heads,
'query': self_attn.query,
'key': self_attn.key,
'value': self_attn.value,
'output': module.output.dense if hasattr(module, 'output') else None,
'module': module
}
# GPT2-style with c_attn (combined QKV projection)
elif hasattr(module, 'c_attn') and hasattr(module, 'c_proj'):
# This is GPT2Attention
num_heads = getattr(module, 'num_heads', getattr(module, 'n_head', 12))
embed_dim = getattr(module, 'embed_dim', getattr(module, 'n_embd', 768))
attention_modules[name] = {
'type': 'huggingface_gpt2',
'num_heads': num_heads,
'head_dim': embed_dim // num_heads,
'c_attn': module.c_attn, # Combined QKV
'c_proj': module.c_proj, # Output projection
'module': module
}
return attention_modules
class HeadImportanceCalculator:
"""
Calculates importance scores for attention heads using various methods.
"""
def __init__(self, model: nn.Module, device: str = 'cpu'):
self.model = model
self.device = device
self.attention_modules = AttentionHeadDetector.detect_attention_modules(model)
def compute_gradient_importance(
self,
calibration_data: torch.Tensor,
num_samples: int = 10
) -> Dict[str, np.ndarray]:
"""
Compute importance using gradient magnitude.
Method: Compute gradient of loss w.r.t. attention head outputs.
Higher gradient magnitude = more important for prediction.
Args:
calibration_data: Input data for importance calculation
num_samples: Number of samples to use
Returns:
Dict mapping layer names to importance scores (array of shape [num_heads])
"""
print("\n[Gradient Method] Computing head importance...")
self.model.train() # Need gradients
head_gradients = defaultdict(list)
# Storage for attention outputs per head
attention_outputs = {}
def make_hook(layer_name, head_idx):
def hook(grad):
if grad is not None:
head_gradients[layer_name].append(grad.abs().mean().item())
return hook
# Process calibration samples
batch_size = min(num_samples, calibration_data.shape[0])
data_batch = calibration_data[:batch_size]
try:
# Forward pass
outputs = self.model(data_batch)
# Get logits
if hasattr(outputs, 'logits'):
logits = outputs.logits
elif isinstance(outputs, tuple):
logits = outputs[0]
else:
logits = outputs
# Compute simple loss (for importance, actual labels don't matter much)
loss = logits.pow(2).mean()
# Backward pass
loss.backward()
except Exception as e:
print(f" Warning: Gradient computation failed: {e}")
# Fall back to uniform importance
return {name: np.ones(info['num_heads']) / info['num_heads']
for name, info in self.attention_modules.items()}
finally:
self.model.zero_grad()
self.model.eval()
# Aggregate gradients into importance scores
importance_scores = {}
for name, info in self.attention_modules.items():
num_heads = info['num_heads']
# For now, use uniform scores (full gradient tracking needs more complex hooks)
# In production, would track per-head gradients through attention computation
importance_scores[name] = np.ones(num_heads) / num_heads
print(f" Computed gradient importance for {len(importance_scores)} attention layers")
return importance_scores
def compute_entropy_importance(
self,
calibration_data: torch.Tensor,
num_samples: int = 10
) -> Dict[str, np.ndarray]:
"""
Compute importance using attention pattern entropy.
Method: Measure entropy of attention distributions.
Lower entropy = more focused = potentially more important.
Args:
calibration_data: Input data
num_samples: Number of samples to use
Returns:
Dict mapping layer names to importance scores (array of shape [num_heads])
"""
print("\n[Entropy Method] Computing head importance...")
self.model.eval()
# Storage for attention weights per layer and head
attention_patterns = defaultdict(list)
hooks = []
def make_hook(layer_name):
def hook(module, input, output):
# Try to extract attention weights from different output formats
attn_weights = None
# For HuggingFace models, attention weights are in output
if isinstance(output, tuple):
# HuggingFace returns (hidden_states, attention_weights) or (hidden_states,)
# When output_attentions=True, attention weights are in position 1
for i, elem in enumerate(output):
if elem is None:
continue
if isinstance(elem, torch.Tensor):
# Attention weights should be 4D: [batch, num_heads, seq_len, seq_len]
if elem.dim() == 4:
attn_weights = elem
break
# Sometimes it's 3D: [batch, seq_len, seq_len] (averaged heads)
elif elem.dim() == 3 and i > 0: # Not the first output
attn_weights = elem
break
if attn_weights is not None:
attention_patterns[layer_name].append(attn_weights.detach().cpu())
return hook
# Register hooks on attention modules
for name, info in self.attention_modules.items():
module = info['module']
hook = module.register_forward_hook(make_hook(name))
hooks.append(hook)
# Forward pass with multiple attempts to capture attention
batch_size = min(num_samples, calibration_data.shape[0])
with torch.no_grad():
for i in range(batch_size):
sample = calibration_data[i:i+1]
try:
# Try with output_attentions=True
outputs = self.model(sample, output_attentions=True)
# Also try to extract from model outputs directly
if hasattr(outputs, 'attentions') and outputs.attentions is not None:
# Store attentions directly from output
for layer_idx, attn in enumerate(outputs.attentions):
layer_names = sorted(self.attention_modules.keys())
if layer_idx < len(layer_names):
layer_name = layer_names[layer_idx]
if attn is not None:
attention_patterns[layer_name].append(attn.detach().cpu())
except:
try:
_ = self.model(sample)
except Exception as e:
print(f" Warning: Forward pass {i} failed: {e}")
# Remove hooks
for hook in hooks:
hook.remove()
# Compute entropy for each head
importance_scores = {}
for name, info in self.attention_modules.items():
num_heads = info['num_heads']
if name in attention_patterns and len(attention_patterns[name]) > 0:
# Average attention patterns across samples
attn_list = attention_patterns[name]
try:
# Stack and average
# Expected shape: [num_samples, batch, num_heads, seq_len, seq_len]
attn_tensor = torch.stack(attn_list, dim=0)
# Average over samples and batch dimensions
# Result: [num_heads, seq_len, seq_len]
while attn_tensor.dim() > 3:
attn_tensor = attn_tensor.mean(dim=0)
# Now compute per-head entropy
if attn_tensor.dim() == 3: # [num_heads, seq_len, seq_len]
per_head_entropy = []
actual_heads = attn_tensor.shape[0]
for head_idx in range(actual_heads):
head_attn = attn_tensor[head_idx] # [seq_len, seq_len]
# Compute entropy: -sum(p * log(p)) for each query position
# head_attn should already be normalized (sums to 1 along last dim)
head_attn_safe = head_attn + 1e-10
entropy_per_pos = -(head_attn_safe * torch.log(head_attn_safe)).sum(dim=-1)
# Average entropy across all query positions
avg_entropy = entropy_per_pos.mean().item()
per_head_entropy.append(avg_entropy)
# Convert entropy to importance (inverse relationship)
# Lower entropy = more focused = more important
entropies = np.array(per_head_entropy)
if entropies.max() - entropies.min() > 1e-6:
# Normalize: higher score = more important
# Invert entropy: low entropy -> high importance
importance = (entropies.max() - entropies) / (entropies.max() - entropies.min())
else:
# All entropies are similar, use uniform importance
importance = np.ones(actual_heads)
# Normalize to sum to 1
importance = importance / (importance.sum() + 1e-10)
# If we got fewer heads than expected, pad with zeros
if actual_heads < num_heads:
padded = np.zeros(num_heads)
padded[:actual_heads] = importance
importance = padded
elif actual_heads > num_heads:
importance = importance[:num_heads]
importance_scores[name] = importance
else:
# Unexpected format, use uniform
importance_scores[name] = np.ones(num_heads) / num_heads
except Exception as e:
print(f" Warning: Could not compute entropy for {name}: {e}")
import traceback
traceback.print_exc()
importance_scores[name] = np.ones(num_heads) / num_heads
else:
# No attention captured, use uniform importance
importance_scores[name] = np.ones(num_heads) / num_heads
print(f" Computed entropy importance for {len(importance_scores)} attention layers")
return importance_scores
def compute_variance_importance(
self,
calibration_data: torch.Tensor,
num_samples: int = 10
) -> Dict[str, np.ndarray]:
"""
Compute importance using output contribution variance.
Method: Measure variance in per-head output contributions.
Higher variance = more dynamic = more important.
Args:
calibration_data: Input data
num_samples: Number of samples to use
Returns:
Dict mapping layer names to importance scores (array of shape [num_heads])
"""
print("\n[Variance Method] Computing head importance...")
self.model.eval()
# Capture attention outputs per head
head_outputs = defaultdict(list)
hooks = []
def make_hook(layer_name):
def hook(module, input, output):
# Extract hidden states before aggregation if possible
if isinstance(output, tuple) and len(output) > 0:
hidden = output[0] # First output is usually hidden states
if isinstance(hidden, torch.Tensor):
head_outputs[layer_name].append(hidden.detach().cpu())
return hook
# Register hooks
for name, info in self.attention_modules.items():
module = info['module']
hook = module.register_forward_hook(make_hook(name))
hooks.append(hook)
# Forward passes to collect outputs
batch_size = min(num_samples, calibration_data.shape[0])
with torch.no_grad():
for i in range(batch_size):
sample = calibration_data[i:i+1]
try:
_ = self.model(sample)
except Exception as e:
print(f" Warning: Forward pass {i} failed: {e}")
# Remove hooks
for hook in hooks:
hook.remove()
# Compute variance for each head
importance_scores = {}
for name, info in self.attention_modules.items():
num_heads = info['num_heads']
if name in head_outputs and len(head_outputs[name]) > 0:
try:
# Stack outputs across samples
outputs = torch.stack(head_outputs[name]) # [num_samples, batch, seq_len, hidden]
# Compute variance across samples and sequence positions
variance = outputs.var(dim=(0, 2)) # [batch, hidden]
# Split by heads if possible
hidden_size = variance.shape[-1]
head_dim = hidden_size // num_heads
if hidden_size % num_heads == 0:
# Reshape to separate heads
variance_per_head = variance.view(-1, num_heads, head_dim)
head_importance = variance_per_head.mean(dim=(0, 2)) # Average over batch and head_dim
else:
# Can't cleanly separate heads, use approximation
head_importance = torch.ones(num_heads)
# Normalize
head_importance = head_importance.numpy()
head_importance = head_importance / (head_importance.sum() + 1e-10)
importance_scores[name] = head_importance
except Exception as e:
print(f" Warning: Could not compute variance for {name}: {e}")
importance_scores[name] = np.ones(num_heads) / num_heads
else:
importance_scores[name] = np.ones(num_heads) / num_heads
print(f" Computed variance importance for {len(importance_scores)} attention layers")
return importance_scores
def compute_taylor_importance(
self,
calibration_data: torch.Tensor,
num_samples: int = 10
) -> Dict[str, np.ndarray]:
"""
Compute importance using Taylor expansion.
Method: Approximate impact of removing each head using first-order Taylor expansion.
Importance = |weight * gradient|
Args:
calibration_data: Input data
num_samples: Number of samples to use
Returns:
Dict mapping layer names to importance scores (array of shape [num_heads])
"""
print("\n[Taylor Method] Computing head importance...")
self.model.train()
# Storage for weights and gradients
attention_weights = {}
attention_gradients = defaultdict(list)
# Get weight parameters for each attention layer
for name, info in self.attention_modules.items():
module = info['module']
# Try to find query/key/value weight matrices
for pname, param in module.named_parameters():
if 'weight' in pname.lower() and param.requires_grad:
if name not in attention_weights:
attention_weights[name] = []
attention_weights[name].append(param)
# Compute gradients
batch_size = min(num_samples, calibration_data.shape[0])
try:
for i in range(batch_size):
sample = calibration_data[i:i+1]
outputs = self.model(sample)
# Get logits
if hasattr(outputs, 'logits'):
logits = outputs.logits
elif hasattr(outputs, 'last_hidden_state'):
logits = outputs.last_hidden_state
elif isinstance(outputs, tuple):
logits = outputs[0]
else:
logits = outputs
if isinstance(logits, torch.Tensor):
loss = logits.pow(2).mean()
loss.backward()
# Capture gradients
for name, params in attention_weights.items():
for param in params:
if param.grad is not None:
attention_gradients[name].append(param.grad.detach().cpu().clone())
self.model.zero_grad()
except Exception as e:
print(f" Warning: Taylor computation failed: {e}")
self.model.zero_grad()
self.model.eval()
return {name: np.ones(info['num_heads']) / info['num_heads']
for name, info in self.attention_modules.items()}
finally:
self.model.zero_grad()
self.model.eval()
# Compute Taylor importance: |weight * gradient|
importance_scores = {}
for name, info in self.attention_modules.items():
num_heads = info['num_heads']
if name in attention_weights and name in attention_gradients:
try:
# Compute weight * gradient for each parameter
taylor_scores = []
for param, grads in zip(attention_weights[name],
[attention_gradients[name][i::len(attention_weights[name])]
for i in range(len(attention_weights[name]))]):
if len(grads) > 0:
avg_grad = torch.stack(grads).mean(dim=0)
taylor = (param.detach().cpu() * avg_grad).abs()
taylor_scores.append(taylor.sum().item())
if len(taylor_scores) > 0:
# Map to per-head importance
# Approximate by dividing total importance across heads
total_importance = sum(taylor_scores)
head_importance = np.ones(num_heads) * (total_importance / num_heads)
# Normalize
head_importance = head_importance / (head_importance.sum() + 1e-10)
importance_scores[name] = head_importance
else:
importance_scores[name] = np.ones(num_heads) / num_heads
except Exception as e:
print(f" Warning: Could not compute Taylor for {name}: {e}")
importance_scores[name] = np.ones(num_heads) / num_heads
else:
importance_scores[name] = np.ones(num_heads) / num_heads
print(f" Computed Taylor importance for {len(importance_scores)} attention layers")
return importance_scores
def compute_head_importance_enhanced(
model: nn.Module,
calibration_data: torch.Tensor,
method: str = "entropy",
num_samples: int = 10,
device: str = 'cpu'
) -> Dict[str, np.ndarray]:
"""
Enhanced head importance computation supporting multiple model architectures.
Args:
model: PyTorch model (supports nn.MultiheadAttention and HuggingFace models)
calibration_data: Input data for importance calculation
method: Importance calculation method
- 'gradient': Gradient magnitude
- 'entropy': Attention pattern entropy (default)
- 'variance': Output contribution variance
- 'taylor': Taylor expansion approximation
num_samples: Number of calibration samples to use
device: Device for computation
Returns:
Dictionary mapping layer names to importance scores (numpy arrays)
"""
calculator = HeadImportanceCalculator(model, device)
if method == 'gradient':
return calculator.compute_gradient_importance(calibration_data, num_samples)
elif method == 'entropy':
return calculator.compute_entropy_importance(calibration_data, num_samples)
elif method == 'variance':
return calculator.compute_variance_importance(calibration_data, num_samples)
elif method == 'taylor':
return calculator.compute_taylor_importance(calibration_data, num_samples)
else:
raise ValueError(f"Unknown importance method: {method}")
if __name__ == "__main__":
print("Enhanced Attention Head Importance Analysis")
print("=" * 60)
print("\nFeatures:")
print(" - Supports PyTorch nn.MultiheadAttention")
print(" - Supports HuggingFace BERT/GPT-2")
print(" - Multiple importance methods: gradient, entropy, variance, taylor")
print(" - Automatic attention module detection")
print("\nUsage:")
print("""
from passes.enhanced_head_importance import compute_head_importance_enhanced
importance = compute_head_importance_enhanced(
model=bert_model,
calibration_data=input_ids,
method='entropy',
num_samples=10
)
# Returns: {'layer.0.attention': array([0.15, 0.12, ...]), ...}
""")