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The Most General Structure of Graphs with Hamiltonian or Hamiltonian Connected Square by Ekstein, J.; Fleischner, H. is a scholarly article available to read on EtoBox.

What is The Most General Structure of Graphs with Hamiltonian or Hamiltonian Connected Square about?

On the basis of recent results on hamiltonicity and hamiltonian connectedness in the square of a 2-block, we determine the most general block-cutvertex structure a graph $G$ may have in order to guarantee that $G^2$ is hamiltonian, hamiltonian connected, respectively. Such an approach was already developed for hamiltonian total graphs.

Author

Ekstein, J.; Fleischner, H.

Published

2022

Language

EN