Suppose we are given $N$ arbitrary different angle segments in the plane that are disjoint, and we want to find a line that stabs the maximal number of segments. How to do this? I thought about quad trees but it doesn't seem to help...
2025-04-15 09:08:42.1744708122
How to find a line that stabs the maximum possible number of segments?
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This should help:
They dualize line segments to double wedges and use that representation for their algorithms.