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We are given n intervals in real line, where the left and the right endpoints of the intervals are stored in the arrays L[1..n] and R[1..n], respectively. In a proper coloring, each interval is assigned a color such that any two overlapping intervals have different colors. Design an efficient algorithm for finding the minimum number of colors needed for a proper coloring. Prove that the algorithm is correct (that is, fewer colors would not suffice), and determine the running time of the algorithm.

Statistics and Probability, Statistics

  • Category:- Statistics and Probability
  • Reference No.:- M91144206

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