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  • There exist more than thousand topological indices and various polynomials which characterize the structure of graphs. Most of them have some applications in chemistry, physics, biochemistry, computer and communication sciences. The Wiener and hyper - Wiener indices are the most studied topological indices, both for algebraic aspects and rich applications. In this contribution the hyper - Wiener index and polynomial of some specific classes of graphs are found. Further, one of the most interesting extension of the Wiener index introduced by Eliasi and Taeri is shown.
  • There exist more than thousand topological indices and various polynomials which characterize the structure of graphs. Most of them have some applications in chemistry, physics, biochemistry, computer and communication sciences. The Wiener and hyper - Wiener indices are the most studied topological indices, both for algebraic aspects and rich applications. In this contribution the hyper - Wiener index and polynomial of some specific classes of graphs are found. Further, one of the most interesting extension of the Wiener index introduced by Eliasi and Taeri is shown. (en)
Title
  • On the hyper-Wiener index and polynomial of a graph
  • On the hyper-Wiener index and polynomial of a graph (en)
skos:prefLabel
  • On the hyper-Wiener index and polynomial of a graph
  • On the hyper-Wiener index and polynomial of a graph (en)
skos:notation
  • RIV/00216275:25410/12:39895432!RIV13-MSM-25410___
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  • 3
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  • 156408
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  • RIV/00216275:25410/12:39895432
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  • extension of Wiener index; hyper-Wiener polynomial; hyper-Wiener index; distance matrix; Simple graph (en)
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  • SK - Slovenská republika
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  • [C53B59DC2E0F]
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  • Journal of Applied Mathematics
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  • 5
http://linked.open...iv/tvurceVysledku
  • Seibert, Jaroslav
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  • 1337-6365
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  • 25410
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