ON A RELATION BETWEEN SZEGED AND WIENER INDICES OF BIPARTITE GRAPHS

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CHEN LILY; LI XUELIANG; LIU MENGMENG; GUTMAN IVAN

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Journal: TRANSACTIONS ON COMBINATORICS Year:2012 | Volume:1 | Issue:4 Page(s): 43-49

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Information Journal Paper

Title

ON A RELATION BETWEEN SZEGED AND WIENER INDICES OF BIPARTITE GRAPHS

Author(s)

CHEN LILY | LI XUELIANG | LIU MENGMENG | GUTMAN IVAN | Issue Writer Certificate

Keywords

DISTANCE (IN GRAPH)Q2

WIENER INDEXQ2

SZEGED INDEXQ2

Abstract

Hansen et. al., using the AutoGraphiX software package, conjectured that the SZEGED INDEX Sz(G) and the WIENER INDEX W(G) of a connected bipartite graph G with n³4 vertices and m³n edges, obeys the relation Sz(G)-W(G)³4n-8. Moreover, this bound would be the best possible. This paper offers a proof to this conjecture.

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APA: Copy

CHEN, LILY, LI, XUELIANG, LIU, MENGMENG, & GUTMAN, IVAN. (2012). ON A RELATION BETWEEN SZEGED AND WIENER INDICES OF BIPARTITE GRAPHS. TRANSACTIONS ON COMBINATORICS, 1(4), 43-49. SID. https://sid.ir/paper/213766/en

Vancouver: Copy

CHEN LILY, LI XUELIANG, LIU MENGMENG, GUTMAN IVAN. ON A RELATION BETWEEN SZEGED AND WIENER INDICES OF BIPARTITE GRAPHS. TRANSACTIONS ON COMBINATORICS[Internet]. 2012;1(4):43-49. Available from: https://sid.ir/paper/213766/en

IEEE: Copy

LILY CHEN, XUELIANG LI, MENGMENG LIU, and IVAN GUTMAN, “ON A RELATION BETWEEN SZEGED AND WIENER INDICES OF BIPARTITE GRAPHS,” TRANSACTIONS ON COMBINATORICS, vol. 1, no. 4, pp. 43–49, 2012, [Online]. Available: https://sid.ir/paper/213766/en

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