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TOTAL EDGE IRREGULAR LABELING FOR TRIANGULAR GRID GRAPHS AND RELATED GRAPHS
Let be a graph with and are the set of its vertices and edges, respectively. Total edge irregular -labeling on is a map from to satisfies for any two distinct edges have distinct weights. The minimum for which the satisfies the labeling is spoken
Muhammad Nurul Huda, Yeni Susanti
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CYCLIC PROPERTIES OF TRIANGULAR GRID GRAPHS [PDF]
Abstract It is known that all 2-connected, linearly convex triangular grid graphs, with only one exception, are hamiltonian (Reay and Zamfirescu, 2000). In the paper, it is shown that this result holds for a wider class of connected, locally connected triangular grid graphs and, with more exceptions, even for some general class of graphs.
Yury Orlovich +2 more
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Word-Representability of Face Subdivisions of Triangular Grid Graphs [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sergey Kitaev
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Hamiltonian properties of triangular grid graphs
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Frank Werner
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On the Number of Shortest Weighted Paths in a Triangular Grid
Counting the number of shortest paths in various graphs is an important and interesting combinatorial problem, especially in weighted graphs with various applications. We consider a specific infinite graph here, namely the honeycomb grid. Changing to its
Benedek Nagy, Bashar Khassawneh
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A Limit Conjecture on the Number of Hamiltonian Cycles on Thin Triangular Grid Cylinder Graphs
We continue our research in the enumeration of Hamiltonian cycles (HCs) on thin cylinder grid graphs Cm × Pn+1 by studying a triangular variant of the problem. There are two types of HCs, distinguished by whether they wrap around the cylinder.
Bodroža-Pantić Olga +3 more
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On the optimal layout of (K p − C p ) n into grid and certain structures [PDF]
Interconnection networks constitute complex configurations of processors and communication links that facilitate data transmission between processors in a parallel computing system.
G. Caroline Vincy, David Raj Micheal
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TriCCo v1.1.0 – a cubulation-based method for computing connected components on triangular grids [PDF]
We present a new method to identify connected components on triangular grids used in atmosphere and climate models to discretize the horizontal dimension.
A. Voigt +3 more
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Edge Intersection Graphs of Paths on a Triangular Grid
19 pages, 12 ...
Vitor Tocci Ferreira de Luca +4 more
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A Note on Triple Repetition Sequence of Domination Number in Graphs
A set D subset of V(G) is a dominating set of a graph G if for all x ϵ V(G)\D, for some y ϵ D such that xy ϵ E(G). A dominating set D subset of V(G) is called a connected dominating set of a graph G if the subgraph induced by D is connected. A connected
Leomarich F. Casinillo +2 more
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