109 lines
3.1 KiB
Python
109 lines
3.1 KiB
Python
from itertools import combinations, product
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from typing import Iterable
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from funcy import lfilter, lmap
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from cv_analysis.utils import star
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from cv_analysis.utils.conversion import rectangle_to_box, box_to_rectangle
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from cv_analysis.utils.rectangle import Rectangle
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from cv_analysis.utils.spacial import overlap
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def is_near_enough(alpha: Rectangle, beta: Rectangle, max_gap=14):
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x1, y1, w1, h1 = alpha
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x2, y2, w2, h2 = beta
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return any(
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[
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abs(x1 - (x2 + w2)) <= max_gap,
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abs(x2 - (x1 + w1)) <= max_gap,
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abs(y2 - (y1 + h1)) <= max_gap,
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abs(y1 - (y2 + h2)) <= max_gap,
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]
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)
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def is_on_same_line(rect_pair):
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x1, y1, w1, h1 = rect_pair[0]
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x2, y2, w2, h2 = rect_pair[1]
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return any(
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[
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any([abs(y1 - y2) <= 10, abs(y1 + h1 - (y2 + h2)) <= 10]),
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any([y2 <= y1 and y1 + h1 <= y2 + h2, y1 <= y2 and y2 + h2 <= y1 + h1]),
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]
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)
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def has_correct_position(alpha: Rectangle, beta: Rectangle):
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x1, y1, w1, h1 = alpha
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x2, y2, w2, h2 = beta
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return any(
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[
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any(
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[abs(x1 - x2) <= 10, abs(y1 - y2) <= 10, abs(x1 + w1 - (x2 + w2)) <= 10, abs(y1 + h1 - (y2 + h2)) <= 10]
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),
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any(
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[
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y2 <= y1 and y1 + h1 <= y2 + h2,
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y1 <= y2 and y2 + h2 <= y1 + h1,
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x2 <= x1 and x1 + w1 <= x2 + w2,
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x1 <= x2 and x2 + w2 <= x1 + w1,
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]
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),
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]
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)
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def is_related(alpha: Rectangle, beta: Rectangle):
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return (is_near_enough(alpha, beta) and has_correct_position(alpha, beta)) or overlap(alpha, beta)
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def bounding_rect(alpha: Rectangle, beta: Rectangle):
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return Rectangle(
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min(alpha.x1, beta.x1),
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min(alpha.y1, beta.y1),
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max(alpha.x2, beta.x2),
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max(alpha.y2, beta.y2),
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)
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def rectangles_differ(r):
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return r[0] != r[1]
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# def find_related_rects(rects):
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# rect_pairs = lfilter(star(is_related), combinations(rects, 2))
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# rect_pairs = lfilter(rectangles_differ, rect_pairs)
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# if not rect_pairs:
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# return [], rects
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# rel_rects = set([rect for pair in rect_pairs for rect in pair])
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# unrel_rects = [rect for rect in rects if rect not in rel_rects]
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# return rect_pairs, unrel_rects
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def connect_related_rectangles(rectangles: Iterable[Rectangle]):
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rectangles = list(rectangles)
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current_idx = 0
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while True:
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if current_idx + 1 >= len(rectangles) or len(rectangles) <= 1:
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break
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merge_happened = False
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current_rect = rectangles.pop(current_idx)
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for idx, maybe_related_rect in enumerate(rectangles):
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if is_related(current_rect, maybe_related_rect):
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current_rect = bounding_rect(current_rect, maybe_related_rect)
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rectangles.pop(idx)
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merge_happened = True
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break
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rectangles.insert(0, current_rect)
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if not merge_happened:
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current_idx += 1
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elif merge_happened:
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current_idx = 0
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return rectangles
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