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finetune/mmseg/models/assigners/hungarian_assigner.py
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finetune/mmseg/models/assigners/hungarian_assigner.py
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# Copyright (c) OpenMMLab. All rights reserved.
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from typing import List, Union
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import torch
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from mmengine import ConfigDict
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from mmengine.structures import InstanceData
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from scipy.optimize import linear_sum_assignment
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from torch.cuda.amp import autocast
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from mmseg.registry import TASK_UTILS
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from .base_assigner import BaseAssigner
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@TASK_UTILS.register_module()
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class HungarianAssigner(BaseAssigner):
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"""Computes one-to-one matching between prediction masks and ground truth.
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This class uses bipartite matching-based assignment to computes an
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assignment between the prediction masks and the ground truth. The
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assignment result is based on the weighted sum of match costs. The
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Hungarian algorithm is used to calculate the best matching with the
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minimum cost. The prediction masks that are not matched are classified
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as background.
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Args:
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match_costs (ConfigDict|List[ConfigDict]): Match cost configs.
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"""
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def __init__(
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self, match_costs: Union[List[Union[dict, ConfigDict]], dict,
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ConfigDict]
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) -> None:
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if isinstance(match_costs, dict):
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match_costs = [match_costs]
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elif isinstance(match_costs, list):
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assert len(match_costs) > 0, \
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'match_costs must not be a empty list.'
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self.match_costs = [
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TASK_UTILS.build(match_cost) for match_cost in match_costs
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]
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def assign(self, pred_instances: InstanceData, gt_instances: InstanceData,
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**kwargs):
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"""Computes one-to-one matching based on the weighted costs.
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This method assign each query prediction to a ground truth or
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background. The assignment first calculates the cost for each
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category assigned to each query mask, and then uses the
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Hungarian algorithm to calculate the minimum cost as the best
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match.
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Args:
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pred_instances (InstanceData): Instances of model
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predictions. It includes "masks", with shape
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(n, h, w) or (n, l), and "cls", with shape (n, num_classes+1)
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gt_instances (InstanceData): Ground truth of instance
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annotations. It includes "labels", with shape (k, ),
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and "masks", with shape (k, h, w) or (k, l).
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Returns:
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matched_quiery_inds (Tensor): The indexes of matched quieres.
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matched_label_inds (Tensor): The indexes of matched labels.
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"""
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# compute weighted cost
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cost_list = []
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with autocast(enabled=False):
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for match_cost in self.match_costs:
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cost = match_cost(
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pred_instances=pred_instances, gt_instances=gt_instances)
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cost_list.append(cost)
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cost = torch.stack(cost_list).sum(dim=0)
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device = cost.device
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# do Hungarian matching on CPU using linear_sum_assignment
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cost = cost.detach().cpu()
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if linear_sum_assignment is None:
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raise ImportError('Please run "pip install scipy" '
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'to install scipy first.')
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matched_quiery_inds, matched_label_inds = linear_sum_assignment(cost)
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matched_quiery_inds = torch.from_numpy(matched_quiery_inds).to(device)
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matched_label_inds = torch.from_numpy(matched_label_inds).to(device)
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return matched_quiery_inds, matched_label_inds
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