
During February 2026, Jie Yang focused on stabilizing infinity-norm computation for symbolic tensors with dynamic shapes in the pytorch/pytorch repository. Jie addressed a regression in _foreach_norm by replacing numel() with sym_numel() and integrating TORCH_SYM_CHECK to validate symbolic sizes during tracing. This approach ensured correct infinity-norm results for empty tensors and maintained compatibility for both symbolic and concrete tensors across tracing scenarios. Jie’s work involved C++ and CUDA, leveraging expertise in numerical computing and tensor operations. The solution included comprehensive test coverage and followed a complete development workflow, from code fix and validation to review and mainline integration.
February 2026: Completed critical stabilization of infinity-norm computation for symbolic tensors with dynamic shapes in PyTorch. Implemented a fix in _foreach_norm to replace numel() with sym_numel(), and integrated TORCH_SYM_CHECK to validate symbolic sizes during tracing. This enables correct infinity-norm results on empty tensors and ensures compatibility during tracing for both symbolic and non-symbolic tensors, preserving behavior for concrete tensors in all contexts.
February 2026: Completed critical stabilization of infinity-norm computation for symbolic tensors with dynamic shapes in PyTorch. Implemented a fix in _foreach_norm to replace numel() with sym_numel(), and integrated TORCH_SYM_CHECK to validate symbolic sizes during tracing. This enables correct infinity-norm results on empty tensors and ensures compatibility during tracing for both symbolic and non-symbolic tensors, preserving behavior for concrete tensors in all contexts.

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