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Finding cut-vertices in the square roots of a graph

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A square has 8 symmetries: 4 rotations and 4 reflections. Suppose the corners of the square are labeled by the elements of X = {12



Finding cut-vertices in the square roots of a graph

8 déc. 2018 Keywords: Square root of a graph; Clique-separator decomposition; Cut-vertices; Cactus-block graphs; Cycle-power graphs. 1. Introduction.



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[PDF] Finding cut-vertices in the square roots of a graph - HAL

In this paper we answer positively to an open question of [Golovach et al IWOCA'16] by showing that the squares of cactus block graphs can be recognized in 



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Finding Cut-Vertices in the Square Roots of a Graph - ResearchGate

Request PDF Finding Cut-Vertices in the Square Roots of a Graph The square of a given graph \(H=(VE)\) is obtained from H by adding an edge between 



Action of D4 on the colorings of the vertices of a square

A square has 8 symmetries: 4 rotations and 4 reflections Suppose the corners of the square are labeled by the elements of X = {1234} as follows



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[PDF] Finding Cut-Vertices in the Square Roots of a Graph

The approach not only gives the first polynomial-time algorithm for the \(\mathcal {H}\)-Square Root problem for several graph classes but it also provides 

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