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289 lines
10 KiB
289 lines
10 KiB
import math
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import torch
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from torch._six import inf
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from torch._utils import _flatten_dense_tensors, _unflatten_dense_tensors
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from colossalai.core import global_context as gpc
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from colossalai.context import ParallelMode
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from colossalai.utils import is_model_parallel_parameter
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import torch.distributed as dist
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def move_tensor(input_, device):
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assert device in ['cpu', 'gpu']
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if isinstance(input_, (list, tuple)):
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for tensor in input_:
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tensor.data = tensor.data.cpu(
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) if device == 'cpu' else tensor.data.cuda()
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elif torch.is_tensor(input_):
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input_.data = input_.data.cpu(
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) if device == 'cpu' else tensor.data.cuda()
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else:
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raise TypeError(
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f"Expected argument 'input_' to be torch.Tensor, list or tuple, but got {type(input_)} "
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)
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def flatten(input_):
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return _flatten_dense_tensors(input_)
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def unflatten(flat, tensors):
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return _unflatten_dense_tensors(flat, tensors)
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def count_numel(tensor_list):
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res = 0
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for tensor in tensor_list:
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res += tensor.numel()
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return res
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def calculate_padding(numel, unit_size):
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remainder = numel % unit_size
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return unit_size - remainder if remainder else remainder
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def shuffle_by_round_robin(tensor_list, num_partitions):
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partitions = dict()
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for tensor_idx, tensor in enumerate(tensor_list):
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partition_to_go = tensor_idx % num_partitions
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if partition_to_go not in partitions:
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partitions[partition_to_go] = []
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partitions[partition_to_go].append(dict(tensor=tensor,
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index=tensor_idx))
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partitions_count = len(partitions)
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new_tensor_list = []
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tensor_index_mapping = dict()
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for partition_id in range(partitions_count):
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partition_tensors = partitions[partition_id]
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for item in partition_tensors:
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tensor_index_mapping[item['index']] = len(new_tensor_list)
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new_tensor_list.append(item['tensor'])
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return new_tensor_list, tensor_index_mapping
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# create a flat tensor aligned at the alignment boundary
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def flatten_dense_tensors_with_padding(tensor_list, unit_size):
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num_elements = count_numel(tensor_list)
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padding = calculate_padding(num_elements, unit_size=unit_size)
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if padding > 0:
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pad_tensor = torch.zeros(padding,
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device=tensor_list[0].device,
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dtype=tensor_list[0].dtype)
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padded_tensor_list = tensor_list + [pad_tensor]
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else:
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padded_tensor_list = tensor_list
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return flatten(padded_tensor_list)
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def is_nccl_aligned(tensor):
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return tensor.data_ptr() % 4 == 0
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def get_grad_accumulate_object(tensor):
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"""
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Return the AccumulateGrad of the input tensor
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"""
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# grad_fn reference:
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# https://discuss.pytorch.org/t/in-the-grad-fn-i-find-a-next-functions-but-i-dont-understand-the-meaning-of-the-attribute/24463
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# expand_as reference: https://pytorch.org/docs/stable/generated/torch.Tensor.expand.html#torch.Tensor.expand
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#
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# `next_functions` will return the backward graph where
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# the first element is the AccumulateGrad of the leaf nodes.
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# we want to get the AccumulateGrad of the input tensor instead of the leaf
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# node in the whole computation graph.
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# Therefore, we call expand_as to create a dummy graph
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# where tensor_tmp and tensor indeed point to the same object.
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# You can check this by print(tensor.data_ptr() == tensor_tmp.data_ptr())
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tensor_tmp = tensor.expand_as(tensor)
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grad_acc_obj = tensor_tmp.grad_fn.next_functions[0][0]
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return grad_acc_obj
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def split_half_float_double(tensor_list):
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dtypes = [
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"torch.cuda.HalfTensor", "torch.cuda.FloatTensor",
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"torch.cuda.DoubleTensor", "torch.cuda.BFloat16Tensor"
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]
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buckets = []
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for i, dtype in enumerate(dtypes):
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bucket = [t for t in tensor_list if t.type() == dtype]
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if bucket:
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buckets.append(bucket)
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return buckets
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def reduce_tensor(tensor,
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dtype,
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dst_rank=None,
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parallel_mode=ParallelMode.DATA):
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"""
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Reduce the tensor in the data parallel process group
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:param tensor: A tensor object to reduce/all-reduce
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:param dtype: The data type used in communication
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:param dst_rank: The source rank for reduce. If dst_rank is None,
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all-reduce will be used instead of reduce. Default is None.
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:type tensor: torch.Tensor
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:type dtype: torch.dtype
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:type dst_rank: int, optional
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"""
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# cast the data to specified dtype for reduce/all-reduce
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if tensor.dtype != dtype:
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tensor_to_reduce = tensor.to(dtype)
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else:
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tensor_to_reduce = tensor
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world_size = gpc.get_world_size(parallel_mode)
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group = gpc.get_group(parallel_mode)
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tensor_to_reduce.div_(world_size)
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# if rank is None, all reduce will be used
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# else, reduce is used
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use_all_reduce = dst_rank is None
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if use_all_reduce:
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dist.all_reduce(tensor_to_reduce, group=group)
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else:
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ranks_in_group = gpc.get_ranks_in_group(parallel_mode)
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global_rank = ranks_in_group[dst_rank]
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dist.reduce(tensor=tensor_to_reduce, dst=global_rank, group=group)
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# recover the original dtype
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if tensor.dtype != dtype and tensor is not tensor_to_reduce:
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local_rank = gpc.get_local_rank(parallel_mode)
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if use_all_reduce or dst_rank == local_rank:
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tensor.copy_(tensor_to_reduce)
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return tensor
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def has_inf_or_nan(tensor):
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try:
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# if tensor is half, the .float() incurs an additional deep copy, but it's necessary if
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# Pytorch's .sum() creates a one-element tensor of the same type as tensor
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# (which is true for some recent version of pytorch).
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tensor_sum = float(tensor.float().sum())
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# More efficient version that can be used if .sum() returns a Python scalar
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# tensor_sum = float(tensor.sum())
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except RuntimeError as instance:
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# We want to check if inst is actually an overflow exception.
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# RuntimeError could come from a different error.
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# If so, we still want the exception to propagate.
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if "value cannot be converted" not in instance.args[0]:
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raise
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return True
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else:
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if tensor_sum == float('inf') or tensor_sum == -float(
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'inf') or tensor_sum != tensor_sum:
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return True
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return False
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def release_param_grad(tensor_list):
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for tensor in tensor_list:
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tensor.grad = None
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def calculate_global_norm_from_list(norm_list):
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""" Compute total from a list of norms
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"""
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total_norm = 0.0
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for norm in norm_list:
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total_norm += norm**2.0
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return math.sqrt(total_norm)
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def compute_norm(gradients,
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params,
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dp_group,
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mp_group,
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norm_type=2):
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"""Clips gradient norm of an iterable of parameters.
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This is adapted from torch.nn.utils.clip_grad.clip_grad_norm_ and
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added functionality to handle model parallel parameters. Note that
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the gradients are modified in place.
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Arguments:
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parameters (Iterable[Tensor] or Tensor): an iterable of Tensors or a
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single Tensor that will have gradients normalized
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max_norm (float or int): max norm of the gradients
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norm_type (float or int): type of the used p-norm. Can be ``'inf'`` for
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infinity norm.
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Returns:
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Total norm of the parameters (viewed as a single vector).
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"""
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if mp_group is None:
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mp_rank = 0
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else:
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mp_rank = dist.get_rank(mp_group)
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norm_type = float(norm_type)
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if norm_type == inf:
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total_norm = max(g.data.abs().max() for g in gradients)
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total_norm_cuda = torch.cuda.FloatTensor([float(total_norm)])
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dist.all_reduce(total_norm_cuda,
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op=torch.distributed.ReduceOp.MAX,
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group=dp_group)
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# Take max across all GPUs.
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if mp_group is not None:
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dist.all_reduce(tensor=total_norm_cuda,
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op=torch.distributed.ReduceOp.MAX)
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total_norm = total_norm_cuda[0].item()
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else:
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total_norm = 0.0
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# if dist.get_rank() == 0:
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# logger.info(f"Total Norm beginning {total_norm}")
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for g, p in zip(gradients, params):
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# Pipeline parallelism may replicate parameters. Avoid multi-counting.
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if is_model_parallel_parameter(p) or mp_rank == 0:
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param_norm = g.data.double().norm(2)
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total_norm += param_norm.item()**2
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# Sum across all model parallel GPUs.
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total_norm_cuda = torch.cuda.FloatTensor([float(total_norm)])
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torch.distributed.all_reduce(total_norm_cuda,
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op=torch.distributed.ReduceOp.SUM,
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group=dp_group)
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if mp_group is not None:
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dist.all_reduce(tensor=total_norm_cuda,
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op=torch.distributed.ReduceOp.SUM)
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total_norm = total_norm_cuda[0].item()**(1. / norm_type)
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if total_norm == float(
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'inf') or total_norm == -float('inf') or total_norm != total_norm:
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total_norm = -1
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return total_norm
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def sync_param(flat_tensor, tensor_list):
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"""
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Synchronize the flattened tensor and unflattened tensor list. When
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a list of tensor are flattened with `torch._utils._unflatten_dense_tensors`,
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a new tensor is created. Thus, the flat tensor and original tensor list do not
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share the same memory space. This function will update the tensor list so that
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they point to the same value.
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:param flat_tensor: A flat tensor obtained by calling `torch._utils._unflatten_dense_tensors` on a tensor lsit
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:param tensor_list: A list of tensors corresponding to the flattened tensor
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:type flat_tensor: torch.Tensor
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:type tensor_list: List[torch.Tensor]
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"""
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updated_params = unflatten(flat_tensor, tensor_list)
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# update the tensor data
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for p, q in zip(tensor_list, updated_params):
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p.data = q.data
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