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The Maximum Disjoint Routing Problem

  • Jan 1, 2016
  • Farhad Shahmohammadi +2 more
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Abstract

Motivated by the bus escape routing problem in printed circuit boards, we revisit the following problem: given a set of n axis-parallel rectangles inside a rectangular region \({\mathscr {R}}\), find the maximum number of rectangles that can be extended toward the boundary of \({\mathscr {R}}\), without overlapping each other. We provide an efficient algorithm for solving this problem in \(O(n^2 \log ^3 n \log \log n)\) time, improving over the current best \(O(n^3)\)-time algorithm available for the problem.

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