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An efficient algorithm for finding a maximum weight 2-independent set on interval graphs
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An efficient algorithm for finding a maximum weight 2-independent set on interval graphs

Ju Yuan Hsiao, Chuan Yi TangRuay Shiung Chang
Information Processing Letters, 卷.43(5), 頁碼.229-235
10/1992

摘要

Analysis of algorithms combinatorial problems design of algorithms Theoretical Computer Science Signal Processing Information Systems Computer Science Applications
In this paper, we introduce an O(n) time algorithm to solve the maximum weight independent set problem on an interval graph with n vertices given its interval representation with sorted endpoints list. Based on this linear algorithm, we design an O(n 2 ) time algorithm using O(n 2 ) space to solve the maximum weight 2-independent set problem on an interval graph with n vertices. With a slight extension and modification of our algorithm, the maximum weight k-independent set problem on an interval graph with n vertices can be solved in O(n k ) time using O(n k ) space. © 1992.

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