May 1, 2018 · In this paper, some unified properties to Q-indices are given, and the majorization theorem is illustrated to be a good tool to deal with the ...
In this paper, some unified properties to Q-indices are given, and the majorization theorem is illustrated to be a good tool to deal with the ordering problem ...
This paper investigates the relationship between RDD and other three graph invariants AEDS, CEI and AD and proves that RDD > CEI for all connected graphs ...
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In this paper, some unified properties to Q-indices are given, and the majorization theorem is illustrated to be a good tool to deal with the ordering problem ...
In this paper, some unified properties to Q -indices are given, and the majorization theorem is illustrated to be a good tool to deal with the ordering problem ...
Let G be a simple connected graph of order n with m edges and diameter d. Let. W, WW, H, and RCW be the Wiener index, hyper-Wiener index, Harary index, and ...
Distance-based graph invariants of trees and the Harary index ... Among all trees with given order and maximum degree k, evidently the degree sequence.
Abstract. Let G be a simple connected graph. The Wiener index of G is the sum of the distances between all unordered pairs of vertices in G. In this paper ...
Missing: ordering | Show results with:ordering
Abstract. Two distance-based graph invariants are examined: the Wiener index , W (G), and the Szeged index, Sz(G). Relations between W (G) and S z {G).
We study distance-based graph invariants, such as the Wiener index, the Szeged index, and variants of these two. Relations between the various indices for ...