Computational Analysis of new Degree-based descriptors of oxide networks
Oxide networks have diverse applications in the polymer and pharmaceutical industries. Polynomials and degree-based topological indices have tendencies to correlate properties of molecular graphs.
Hussain Zafar +5 more
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On polyhedral graphs and their complements. [PDF]
Maffucci RW.
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The Crossing Number of Join of the Generalized Petersen Graph P(3, 1) with Path and Cycle
There are only few results concerning the crossing numbers of join of some graphs. In this paper, the crossing numbers of join products for the generalized Petersen graph P(3, 1) with n isolated vertices as well as with the path Pn on n vertices and with
Ouyang Zhang Dong +2 more
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Financial fallout from the COVID-19 pandemic:Report from a high-volume academic neurosurgery. [PDF]
Loganadane G +13 more
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The Crossing Number of The Hexagonal Graph H3,n
In [C. Thomassen, Tilings of the torus and the Klein bottle and vertex-transitive graphs on a fixed surface, Trans. Amer. Math. Soc. 323 (1991) 605–635], Thomassen described completely all (except finitely many) regular tilings of the torus S1 and the ...
Wang Jing +2 more
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The Thickness of Amalgamations and Cartesian Product of Graphs
The thickness of a graph is the minimum number of planar spanning subgraphs into which the graph can be decomposed. It is a measurement of the closeness to the planarity of a graph, and it also has important applications to VLSI design, but it has been ...
Yang Yan, Chen Yichao
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UNIFORM SPANNING FORESTS OF PLANAR GRAPHS
We prove that the free uniform spanning forest of any bounded degree proper plane graph is connected almost surely, answering a question of Benjamini, Lyons, Peres and Schramm.
TOM HUTCHCROFT, ASAF NACHMIAS
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A Continuum-Tensegrity Computational Model for Chondrocyte Biomechanics in AFM Indentation and Micropipette Aspiration. [PDF]
Arduino A +5 more
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Identification of candidate metabolite biomarkers for metabolic syndrome and its five components in population-based human cohorts. [PDF]
Shi M +22 more
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ON THE STRUCTURE OF GRAPHS WHICH ARE LOCALLY INDISTINGUISHABLE FROM A LATTICE
For each integer $d\geqslant 3$ , we obtain a characterization of all graphs in which the ball of radius
ITAI BENJAMINI, DAVID ELLIS
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