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You are reading the documentation for MMOCR 0.x, which will soon be deprecated by the end of 2022. We recommend you upgrade to MMOCR 1.0 to enjoy fruitful new features and better performance brought by OpenMMLab 2.0. Check out the maintenance plan, changelog, code and documentation of MMOCR 1.0 for more details.

Source code for mmocr.models.textdet.postprocess.textsnake_postprocessor

# Copyright (c) OpenMMLab. All rights reserved.

import cv2
import numpy as np
import torch
from skimage.morphology import skeletonize

from mmocr.models.builder import POSTPROCESSOR
from .base_postprocessor import BasePostprocessor
from .utils import centralize, fill_hole, merge_disks


[docs]@POSTPROCESSOR.register_module() class TextSnakePostprocessor(BasePostprocessor): """Decoding predictions of TextSnake to instances. This was partially adapted from https://github.com/princewang1994/TextSnake.pytorch. Args: text_repr_type (str): The boundary encoding type 'poly' or 'quad'. min_text_region_confidence (float): The confidence threshold of text region in TextSnake. min_center_region_confidence (float): The confidence threshold of text center region in TextSnake. min_center_area (int): The minimal text center region area. disk_overlap_thr (float): The radius overlap threshold for merging disks. radius_shrink_ratio (float): The shrink ratio of ordered disks radii. """ def __init__(self, text_repr_type='poly', min_text_region_confidence=0.6, min_center_region_confidence=0.2, min_center_area=30, disk_overlap_thr=0.03, radius_shrink_ratio=1.03, **kwargs): super().__init__(text_repr_type) assert text_repr_type == 'poly' self.min_text_region_confidence = min_text_region_confidence self.min_center_region_confidence = min_center_region_confidence self.min_center_area = min_center_area self.disk_overlap_thr = disk_overlap_thr self.radius_shrink_ratio = radius_shrink_ratio def __call__(self, preds): """ Args: preds (Tensor): Prediction map with shape :math:`(C, H, W)`. Returns: list[list[float]]: The instance boundary and its confidence. """ assert preds.dim() == 3 preds[:2, :, :] = torch.sigmoid(preds[:2, :, :]) preds = preds.detach().cpu().numpy() pred_text_score = preds[0] pred_text_mask = pred_text_score > self.min_text_region_confidence pred_center_score = preds[1] * pred_text_score pred_center_mask = \ pred_center_score > self.min_center_region_confidence pred_sin = preds[2] pred_cos = preds[3] pred_radius = preds[4] mask_sz = pred_text_mask.shape scale = np.sqrt(1.0 / (pred_sin**2 + pred_cos**2 + 1e-8)) pred_sin = pred_sin * scale pred_cos = pred_cos * scale pred_center_mask = fill_hole(pred_center_mask).astype(np.uint8) center_contours, _ = cv2.findContours(pred_center_mask, cv2.RETR_TREE, cv2.CHAIN_APPROX_SIMPLE) boundaries = [] for contour in center_contours: if cv2.contourArea(contour) < self.min_center_area: continue instance_center_mask = np.zeros(mask_sz, dtype=np.uint8) cv2.drawContours(instance_center_mask, [contour], -1, 1, -1) skeleton = skeletonize(instance_center_mask) skeleton_yx = np.argwhere(skeleton > 0) y, x = skeleton_yx[:, 0], skeleton_yx[:, 1] cos = pred_cos[y, x].reshape((-1, 1)) sin = pred_sin[y, x].reshape((-1, 1)) radius = pred_radius[y, x].reshape((-1, 1)) center_line_yx = centralize(skeleton_yx, cos, -sin, radius, instance_center_mask) y, x = center_line_yx[:, 0], center_line_yx[:, 1] radius = (pred_radius[y, x] * self.radius_shrink_ratio).reshape( (-1, 1)) score = pred_center_score[y, x].reshape((-1, 1)) instance_disks = np.hstack( [np.fliplr(center_line_yx), radius, score]) instance_disks = merge_disks(instance_disks, self.disk_overlap_thr) instance_mask = np.zeros(mask_sz, dtype=np.uint8) for x, y, radius, score in instance_disks: if radius > 1: cv2.circle(instance_mask, (int(x), int(y)), int(radius), 1, -1) contours, _ = cv2.findContours(instance_mask, cv2.RETR_TREE, cv2.CHAIN_APPROX_SIMPLE) score = np.sum(instance_mask * pred_text_score) / ( np.sum(instance_mask) + 1e-8) if (len(contours) > 0 and cv2.contourArea(contours[0]) > 0 and contours[0].size > 8): boundary = contours[0].flatten().tolist() boundaries.append(boundary + [score]) return boundaries
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