A faster approximate method to identify minimum dominating set
You Zhou, Guodong Lv, Baoxin Xiu, Weiming Zhang, Qing Cheng · 2014
The minimum dominating set (MDS) problem is known to be NP-hard. Compared with the currently fastest extract algorithm for MDS problem on graphs of n vertices using O(20.59n)time, which could merely tackle these problems with 200 vertices scale in 8 hours, the paper presents a faster approximate layer-method to address MDS problems in O(n2) time and the method is proved to be effective particularly for larger scale MDS. Furthermore, the programing phases are shown in detail.