The mixed metric dimension of flower snarks and wheels
New graph invariant, which is called a mixed metric dimension, has been recently introduced. In this paper, exact results of the mixed metric dimension on two special classes of graphs are found: flower snarks Jn{J}_{n} and wheels Wn{W}_{n}. It is proved that the mixed metric dimension for J5{J}_{5}...
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Formato: | article |
Lenguaje: | EN |
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De Gruyter
2021
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Materias: | |
Acceso en línea: | https://doaj.org/article/7d20dd2d8e5f4d94b79f7531d4f4389a |
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Sumario: | New graph invariant, which is called a mixed metric dimension, has been recently introduced. In this paper, exact results of the mixed metric dimension on two special classes of graphs are found: flower snarks Jn{J}_{n} and wheels Wn{W}_{n}. It is proved that the mixed metric dimension for J5{J}_{5} is equal to 5, while for higher dimensions it is constant and equal to 4. For Wn{W}_{n}, the mixed metric dimension is not constant, but it is equal to nn when n≥4n\ge 4, while it is equal to 4, for n=3n=3. |
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