When working with PyTorch tensors, look for opportunities to optimize operation chains for better performance and memory efficiency. This involves two key strategies:
When working with PyTorch tensors, look for opportunities to optimize operation chains for better performance and memory efficiency. This involves two key strategies:
def optimized_add(x: torch.Tensor, value: float) -> torch.Tensor:
if x.is_leaf:
x = x + value # Create new tensor for leaf nodes
else:
x += value # Inplace operation for non-leaf nodes
return x
# Instead of: x.add(1.0).div(2.0).clamp(0,1).mul(255.).round()
# Use: x.add(1.0).clamp(0,2).mul(127.5).round()
# This eliminates one operation while maintaining mathematical correctness
These optimizations are particularly important in neural network forward/backward passes where tensor operations are performed repeatedly on large data. Always verify mathematical equivalence when simplifying operation chains, and profile performance gains in your specific use case.
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