Results 121 to 130 of about 412,655 (203)
Conjugated tricyclic graphs with maximum variable sum exdeg index. [PDF]
Rizwan M, Bhatti AA, Javaid M, Shang Y.
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matrices have been extensively studied. One of the modified versions of RandiΔ index is the index π β² (πΊ) = β π£πβΌπ£π 1 / max{ππ , ππ } , where ππ and ππ are the vertex degrees of π£π and π£π , respectively.
B.R. Rakshith +2 more
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The partition dimension of the vertex amalgamation of some cycles. [PDF]
Hasmawati +4 more
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A planar graph is said to be zonal when is possible to label its vertices with the nonzero elements of β€3, in such a way that the sum of the labels of the vertices on the boundary of each zone is 0 in β€3.
Christian Barrientos, Sarah Minion
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Hosoya Polynomials of Power Graphs of Certain Finite Groups. [PDF]
Rather BA, Ali F, Alsaeed S, Naeem M.
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Spectral properties of a class of unicyclic graphs. [PDF]
Du Z.
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On Hamiltonian Decomposition Problem of 3-Arc Graphs. [PDF]
Xu G, Sun Q, Liang Z.
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The Chromatic Symmetric Function for Unicyclic Graphs
Motivated by the question of which structural properties of a graph can be recovered from the chromatic symmetric function (CSF), we study the CSF of connected unicyclic graphs. While it is known that there can be non-isomorphic unicyclic graphs with the
Aram Bingham +5 more
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The smallest Hosoya index of unicyclic graphs with given diameter [PDF]
The Hosoya index of a (molecular) graph is defined as the total number of the matchings, including the empty edge set, of this graph. Let ${\cal{U}}_{n,d}$ be the set of connected unicyclic (molecular) graphs of order n with diameter d. In this paper we
Xu, Kexiang, Kexiang Xu
core
Power Graphs of Finite Groups Determined by Hosoya Properties. [PDF]
Ali F +4 more
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