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[PDF] Top 20 On the edge coloring of graph products

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On the edge coloring of graph products

On the edge coloring of graph products

... The edge chromatic number, χ (G), of G is the minimum number of colors required to color the edges of G in such a way that no two adjacent edges have the same ...A graph is called a k-regular graph ... See full document

8

Adjacent Vertex Distinguishing Edge colorings of the Lexicographic Product of Special Graphs

Adjacent Vertex Distinguishing Edge colorings of the Lexicographic Product of Special Graphs

... S σ = σ ∈ . If for any uv ∈ E ( G ) , have S σ ( u ) ≠ S σ ( v ) , than σ is the adjacent vertex distinguishing, the minimum number of colors required for an adjacent vertex distinguishing edge-coloring of ... See full document

6

A New Approach for Graph Coloring

A New Approach for Graph Coloring

... Similarly, graph concept is utilized in sociology for example to measure actors status or to discover diffusion ...mechanisms. Graph concept is utilized in biology and conservation efforts where a vertex ... See full document

9

Cost Edge Coloring of a Cactus

Cost Edge Coloring of a Cactus

... cost edge-coloring problem has a natural application for scheduling ...a graph G in which machines correspond to the vertices and tasks correspond to the ...An edge-coloring of G cor- ... See full document

6

AN ALGORITHMIC APPROACH TO EQUITABLE EDGE CHROMATIC NUMBER OF GRAPHS

AN ALGORITHMIC APPROACH TO EQUITABLE EDGE CHROMATIC NUMBER OF GRAPHS

... Veninstine Vivik J. is working as an Assistant Professor in the Department of Mathematics, Karunya University, India. He has 10 years of teaching experience. He obtained his masters degree in 2004 and M. Phil in ... See full document

10

Timetable Scheduling using Graph Coloring

Timetable Scheduling using Graph Coloring

... In graph theory, graph coloring is a special case of graph labeling; it is an assignment of labels traditionally called "colors" to elements of a graph, subject to certain ...of ... See full document

6

Complementary Graph Coloring

Complementary Graph Coloring

... the Graph Coloring problem is to color vertices of a graph in such a way that no two vertices that share an edge are assigned the same ...using graph coloring. Graph ... See full document

11

Distance r-Coloring and Distance r-Dominator Coloring number of a graph

Distance r-Coloring and Distance r-Dominator Coloring number of a graph

... be given different colors. Two important aspects of graphs are partitions of vertex set into sets with a prescribed property and partition of edge set with a prescribed properties. The first gives rise to ... See full document

5

Vertex Coloring In Graph Theory

Vertex Coloring In Graph Theory

... the graph theory, graph colouring is a special case of graph labelling it is an assignment of labels called colors to the elements of a graph subject to certain ...of coloring the ... See full document

6

Feng-temporal-coloring-MSWIM13.pdf

Feng-temporal-coloring-MSWIM13.pdf

... Graph coloring is a natural model for channel assignment [10,15, ...the graph represent nodes in a multi-hop network, edges repre- sent links, and colors represent channels assigned to ...The ... See full document

10

Graph coloring Parameters A Survey

Graph coloring Parameters A Survey

... a graph with vertex set V(G) and let C be a set of colors. A coloring of G is an assignment of colors to the vertices of G such that adjacent vertices have distinct ...a coloring of G using k ...the ... See full document

5

Some New Features and Algorithms for the Study of DFA

Some New Features and Algorithms for the Study of DFA

... deterministic graph is demonstrated by a high-speed visualization ...transition graph of the automaton is an important help tool of the study of ...road coloring, the range of the application may be ... See full document

6

Sliding Window Temporal Graph Coloring

Sliding Window Temporal Graph Coloring

... temporal graph problem: (i) each time slot t represents a predefined “train- ing period”; (ii) each vertex v denotes one of the themes that are offered for training by the organization; (iii) the differ- ent ... See full document

8

New algorithm for calculating chromatic index of graphs and its applications

New algorithm for calculating chromatic index of graphs and its applications

... of edge coloring is one of the fundamental problems in the graph ...theory. Graph coloring problem arises in several ways like to allocate scheduling and ... See full document

8

Dynamic algorithms for graph coloring

Dynamic algorithms for graph coloring

... Lemma 3.1 states that during any given iteration of the While loop in Figure 1, we pick a dirty vertex x and make it clean. In the process, some neighbors of x become dirty, and they are handled in the subsequent ... See full document

21

Fast, responsive decentralized graph coloring

Fast, responsive decentralized graph coloring

... a graph, where the structure of the graph depends on the location of the ...Namely, graph G = ( N , E ) is built such that N is the set of tags, and an edge e = (i, j ) ∈ E iff the tags i and ... See full document

15

Adjacent Vertex Distinguishing Proper Edge Colorings of Bicyclic Graphs

Adjacent Vertex Distinguishing Proper Edge Colorings of Bicyclic Graphs

... the avd-colorings of graphs, see [3–5, 7–9, 11, 13–16, 18]. A bicyclic graph is a connected graph in which the num- ber of edges equals the number of vertices plus one. In this paper, we investigate the ... See full document

11

COLORING OF INTUITIONISTIC FUZZY GRAPH USING

COLORING OF INTUITIONISTIC FUZZY GRAPH USING 𝜶,𝜷 CUTS

... The chromatic number of a intuitionistic fuzzy graph is a normalized intuitionistic fuzzy number whose modal value is associated with the empty edge set graph. Its meaning depends on the sense of ... See full document

13

Hesitancy Fuzzy Graph Coloring

Hesitancy Fuzzy Graph Coloring

... fuzzy graph (HFG), strong hesitancy fuzzy graph and complete hesitancy fuzzy ...vertex coloring, edge coloring and total coloring of hesitancy fuzzy graphs in terms of a family ... See full document

11

Online Graph Edge-Coloring in the Random-Order Arrival Model

Online Graph Edge-Coloring in the Random-Order Arrival Model

... the graph, some vertices may be “lucky” in the sense that their late edges succeed in coloring themselves from the first few ...every edge by artificially rejecting edges which succeed more than ... See full document

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