[HTML][HTML] The graovac-pisanski index of Sierpiński graphs
K Fathalikhani, A Babai, SS Zemljič - Discrete Applied Mathematics, 2020 - Elsevier
K Fathalikhani, A Babai, SS Zemljič
Discrete Applied Mathematics, 2020•ElsevierChemical indices of graphs have been studied intensively in the recent years and some
generalizations of old indices are very useful in chemical research. In this paper we study
Graovac-Pisanski index (sometimes known as modified Wiener index) which is denoted by
W ̂. We derive recursive and closed formula for the Graovac-Pisanski index of the classical
Sierpiński graphs (ie, the Sierpiński graphs with base 3, S 3 n).
generalizations of old indices are very useful in chemical research. In this paper we study
Graovac-Pisanski index (sometimes known as modified Wiener index) which is denoted by
W ̂. We derive recursive and closed formula for the Graovac-Pisanski index of the classical
Sierpiński graphs (ie, the Sierpiński graphs with base 3, S 3 n).
Chemical indices of graphs have been studied intensively in the recent years and some generalizations of old indices are very useful in chemical research. In this paper we study Graovac-Pisanski index (sometimes known as modified Wiener index) which is denoted by W ̂. We derive recursive and closed formula for the Graovac-Pisanski index of the classical Sierpiński graphs (ie, the Sierpiński graphs with base 3, S 3 n).
Elsevier
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