This paper introduces equal degree graphs of simple existed graphs. These graphs exhibited some properties which are co-related with the older one. We characterize graphs for which their equal degree graphs are connected, completed, disconnected but not totally disconnected. We also obtain several properties of equal degree graphs and specify which graphs are isomorphic to equal degree graphs and complement of equal degree graphs. Furthermore, the relation between equal degree graphs and degree Prime graphs is determined.</div
The main objective of the study is to consolidate the works of Berge, Lovasz and Golumbic on finite ...
In this thesis we consider degree complete graphs. The concept of degree complete graphs was introdu...
Two graphs G and H are Türker equivalent if they have the same set of Türker angles. In this paper...
Given a set S and an equivalence relation R on S, one can define an equivalence graph with vertex se...
This dissertation deals with some basic proper ties of finite graphs having no loops and no parallel...
Summary. A graph is simple when • it is non-directed, • there is at most one edge between two vertic...
summary:We introduce a new concept namely the degree polynomial for the vertices of a simple graph. ...
Let G be a finite group and let cd(G) be the set of irreducible character degrees of G. The degree g...
This paper addresses the classical problem of characterizing degree sequences that can be realized b...
A network is a collection of objects connected to each other in some specific way. A graph is a fini...
AbstractWe establish a property of minimal imperfect graphs, and use this property to generate two c...
In the paper we report on the parallel enumeration of the degree sequences (their number is denoted ...
AbstractArumugam and Paulraj Joseph (Discrete Math 206 (1999) 45) have characterized trees, unicycli...
AbstractRyser [Combinatorial Mathematics, Carus Mathematical Monograph, vol. 14, Wiley, New York, 19...
summary:In the literature, there are several graphs related to a finite group $G$. Two of them are t...
The main objective of the study is to consolidate the works of Berge, Lovasz and Golumbic on finite ...
In this thesis we consider degree complete graphs. The concept of degree complete graphs was introdu...
Two graphs G and H are Türker equivalent if they have the same set of Türker angles. In this paper...
Given a set S and an equivalence relation R on S, one can define an equivalence graph with vertex se...
This dissertation deals with some basic proper ties of finite graphs having no loops and no parallel...
Summary. A graph is simple when • it is non-directed, • there is at most one edge between two vertic...
summary:We introduce a new concept namely the degree polynomial for the vertices of a simple graph. ...
Let G be a finite group and let cd(G) be the set of irreducible character degrees of G. The degree g...
This paper addresses the classical problem of characterizing degree sequences that can be realized b...
A network is a collection of objects connected to each other in some specific way. A graph is a fini...
AbstractWe establish a property of minimal imperfect graphs, and use this property to generate two c...
In the paper we report on the parallel enumeration of the degree sequences (their number is denoted ...
AbstractArumugam and Paulraj Joseph (Discrete Math 206 (1999) 45) have characterized trees, unicycli...
AbstractRyser [Combinatorial Mathematics, Carus Mathematical Monograph, vol. 14, Wiley, New York, 19...
summary:In the literature, there are several graphs related to a finite group $G$. Two of them are t...
The main objective of the study is to consolidate the works of Berge, Lovasz and Golumbic on finite ...
In this thesis we consider degree complete graphs. The concept of degree complete graphs was introdu...
Two graphs G and H are Türker equivalent if they have the same set of Türker angles. In this paper...