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A breadth first search approach for minimum vertex cover of grid graphs

机译:一种宽度第一搜索方法,用于最小网格图的顶点封面

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The vertex cover problem is a classical graph optimization problem which remains intractable even for cubic graphs and planar graphs with maximum degree at most three. In this paper, the exact solution of the vertex cover problem is obtained for grid graphs. We introduce the breadth first search tree (bfs) technique to find the minimum vertex cover and the inverse vertex cover sets of grid graphs and prove that grids are invertible graphs. We also study the relationship between strong cover and minimum vertex cover.
机译:顶点封面问题是一种经典图优化问题,即使对于大多数最多三个具有最大程度的立方图和平面图,即使是最大程度的平面图也会难以解决。在本文中,获得了网格图的顶点覆盖问题的精确解决方案。我们介绍了广度第一搜索树(BFS)技术,找到最小顶点封面和逆向顶点覆盖网格图组,并证明网格是可逆的图形。我们还研究了强盖和最小顶点盖板之间的关系。

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