In Mathematics, one of the significant areas is graphs. A graph is a mathematical diagram used to show the relations between objects and some quantity. The graph is a mathematical representation of a network and it describes the relationship among a finite number of points connected by lines. The theory of graphs can be applied to various problems. This paper analyses the chromatic number of various graphs Null Graph, Trivial Graph, Complete Graph, Star Graph, Wheel Graph,Cyclic graph,and a brief discussion about the fractal graphs and their applications
AbstractFuzzy graph coloring techniques are used to solve many complex real world problems. The chro...
Abstract: This paper is devoted to topological properties of fractal (prefractal) graphs. ...
AbstractThere are four standard products of graphs: the direct product, the Cartesian product, the s...
In Mathematics, one of the significant areas is graphs. A graph is a mathematical diagram used to sh...
This project examines the star-chromatic number, a relatively recent parameter in graph theory. We e...
Beginning with the origin of the four color problem in 1852, the field of graph colorings has develo...
In this paper, we investigate the b-chromatic number of central graph, middle graph and total graph ...
AbstractWe investigate the notion of the star chromatic number of a graph in conjunction with variou...
In this dissertation, we study two variations of the chromatic number of a graph. The first is the s...
AbstractThe circular chromatic number χc(G) of a graph G (also known as ‘the star-chromatic number’)...
In the 18th and 19th centuries the branch of mathematics that would later be known as fractal geomet...
There are four standard products of graphs: the direct product, the Cartesian product, the strong pr...
This study presents an algorithm in determining the chromatic number of a simple, connected graph co...
The fractional chromatic number of a graph is defined as the optimum of a rather unwieldy linear pro...
Abstract. Certain branch-and-bound algorithms for determining the chromatic number of a graph are pr...
AbstractFuzzy graph coloring techniques are used to solve many complex real world problems. The chro...
Abstract: This paper is devoted to topological properties of fractal (prefractal) graphs. ...
AbstractThere are four standard products of graphs: the direct product, the Cartesian product, the s...
In Mathematics, one of the significant areas is graphs. A graph is a mathematical diagram used to sh...
This project examines the star-chromatic number, a relatively recent parameter in graph theory. We e...
Beginning with the origin of the four color problem in 1852, the field of graph colorings has develo...
In this paper, we investigate the b-chromatic number of central graph, middle graph and total graph ...
AbstractWe investigate the notion of the star chromatic number of a graph in conjunction with variou...
In this dissertation, we study two variations of the chromatic number of a graph. The first is the s...
AbstractThe circular chromatic number χc(G) of a graph G (also known as ‘the star-chromatic number’)...
In the 18th and 19th centuries the branch of mathematics that would later be known as fractal geomet...
There are four standard products of graphs: the direct product, the Cartesian product, the strong pr...
This study presents an algorithm in determining the chromatic number of a simple, connected graph co...
The fractional chromatic number of a graph is defined as the optimum of a rather unwieldy linear pro...
Abstract. Certain branch-and-bound algorithms for determining the chromatic number of a graph are pr...
AbstractFuzzy graph coloring techniques are used to solve many complex real world problems. The chro...
Abstract: This paper is devoted to topological properties of fractal (prefractal) graphs. ...
AbstractThere are four standard products of graphs: the direct product, the Cartesian product, the s...