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D. Flower (1998)
On the Properties of Bit String-Based Measures of Chemical SimilarityJ. Chem. Inf. Comput. Sci., 38
R. Todeschini, V. Consonni (2002)
Handbook of Molecular Descriptors
Boris Furtula, Muhuo Liu, Kexiang Xu, K. Das, I. Gutman (2014)
A Survey on Graphs Extremal with Respect to Distance-Based Topological Indices
I. Gutman (2014)
Vertex Version of the Wiener Theorem
A Hamzeh, S Hossein-Zadeh, AR Ashrafi (2013)
Extremal graphs under Wiener-type invariantsMATCH Commun. Math. Comput. Chem., 69
I. Gutman, Y. Yeh, Shyi-Long Lee, Yeung-Long Luo (1993)
Some recent results in the theory of the Wiener number
E. Konstantinova, V. Skorobogatov (1995)
Molecular Hypergraphs: The New Representation of Nonclassical Molecular Structures with Polycentric Delocalized BondsJ. Chem. Inf. Comput. Sci., 35
Borut Lužar, R. Škrekovski, I. Gutman (2014)
On Wiener Index of Common Neighborhood Graphs
B Berge (1973)
Graphs and Hypergraphs
H. Khodashenas, A. Ashrafi (2013)
A New Method for Computing Wiener Index of Dendrimer Nanostars
(2013)
Extremal graphs underWiener-type invariants.MATCH
A. Dobrynin, R. Entringer, I. Gutman (2001)
Wiener Index of Trees: Theory and ApplicationsActa Applicandae Mathematica, 66
Yan Dou, H. Bian, Haiping Gao, Haizheng Yu (2010)
The Polyphenyl Chains with Extremal Edge-Wiener Indices ∗
S. Tepavcevic, Amanda Wroble, M. Bissen, D. Wallace, Yongsoo Choi, L. Hanley (2005)
Photoemission studies of polythiophene and polyphenyl films produced via surface polymerization by ion-assisted deposition.The journal of physical chemistry. B, 109 15
H. Wiener (1947)
Structural determination of paraffin boiling points.Journal of the American Chemical Society, 69 1
J. Rodríguez (2004)
On the Wiener index and the eccentric distance sum of hypergraphs
E. Konstantinova, V. Skorobogatov (2001)
Application of hypergraph theory in chemistryDiscret. Math., 235
(2004)
Analysis of by-products from improved Ullmann reaction using TOFMS and GCTOFMS
Hongying Lin (2014)
Extremal Wiener Index of Trees with Given Number of Vertices of Even Degree
Hongying Lin (2014)
On the Wiener Index of Trees with Given Number of Branching Vertices
H. Bian, Fuji Zhang, 张福基 (2009)
Tree-like polyphenyl systems with extremal Wiener indices ∗
The Wiener index of a hypergraph is the sum of distances between all pairs of vertices of the hypergraph. In this paper, we first investigate the Wiener index of some special r-uniform paths and r-uniform cycles. The Wiener index of different kinds of 3-uniform paths were also considered. Then we explore the lower bound of Wiener index in a r-uniform hypergraph on n vertices with a given circumference which is the maximum length of a cycle in a hypergraph. In the last part, we propose the concept of the chemical bond-Wiener index of a graph, which is the sum of the distances between all pairs of chemical bonds of a graph, considering the removing of hydrogen atoms. The polyphenyl chains with minimum and maximum chemical bond-Wiener indices among all the polyphenyl chains with h hexagons were completely determined.
Bulletin of the Malaysian Mathematical Sciences Society – Springer Journals
Published: Apr 29, 2016
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