The kind of set which is based on edges, is introduced. The analysis on this set is done in the matter of operation which are the classes of graphs. The general notion which is related to this concept, is up. The set of edges is seen in the matter of common vertex, entitled neighbor edges and the set of edges which has specific condition on the vertices of graphs, entitled ghost set. The kind of viewpoint when the edges are up so the kind of efforts to assign some notions which get the sensible result of edges which make sense about these two types of notions. Notions of having some attributes about vertices concerning edges and edges’ attributes to get result about edges in the matter of vertices
In this paper, we show that simple edge characteristics in images, when judiciously combined, can re...
In this thesis, three di®erent graph concepts are studied. A graph (V;E) consists of a set of vertic...
By a graph G = (V,E), we mean a finite and undirected graph without loops and multiple edges. A grap...
Number is based in special edges, is introduced. The kind of natural extension from edges toward ver...
A graph is any abstract object that consists of vertices and edges. This entry presents the main att...
Graph theory has strong historical roots in Mathematics. Its birth is usually associated with the fo...
In this article, some notions about set, weight of set, number, number’s position, special vertex ar...
In this article, we consider finite, undirected, simple and connected graphs G = (V,E) with vertex s...
In this article, some notions about set, weight of set, number, number’s position, special vertex ar...
The aim of this article is to introduce the new notion on a given graph. The notions of valued set, ...
In this book authors for the first time introduce the notion of subset vertex graph using the vertex...
Abstract The main theme of this thesis is about Graph Coloring Applications and Defining Sets in Gr...
The concept of coreflexive set is introduced to study the structure of digraphs. New characterizatio...
Graph Theory is a graphical representation of a set of vertices which are connected by edges and is ...
A set F ⊆ E of a graph G = (V, E) is a maximal edge neighbourhood set if E − F is not a edge neighbo...
In this paper, we show that simple edge characteristics in images, when judiciously combined, can re...
In this thesis, three di®erent graph concepts are studied. A graph (V;E) consists of a set of vertic...
By a graph G = (V,E), we mean a finite and undirected graph without loops and multiple edges. A grap...
Number is based in special edges, is introduced. The kind of natural extension from edges toward ver...
A graph is any abstract object that consists of vertices and edges. This entry presents the main att...
Graph theory has strong historical roots in Mathematics. Its birth is usually associated with the fo...
In this article, some notions about set, weight of set, number, number’s position, special vertex ar...
In this article, we consider finite, undirected, simple and connected graphs G = (V,E) with vertex s...
In this article, some notions about set, weight of set, number, number’s position, special vertex ar...
The aim of this article is to introduce the new notion on a given graph. The notions of valued set, ...
In this book authors for the first time introduce the notion of subset vertex graph using the vertex...
Abstract The main theme of this thesis is about Graph Coloring Applications and Defining Sets in Gr...
The concept of coreflexive set is introduced to study the structure of digraphs. New characterizatio...
Graph Theory is a graphical representation of a set of vertices which are connected by edges and is ...
A set F ⊆ E of a graph G = (V, E) is a maximal edge neighbourhood set if E − F is not a edge neighbo...
In this paper, we show that simple edge characteristics in images, when judiciously combined, can re...
In this thesis, three di®erent graph concepts are studied. A graph (V;E) consists of a set of vertic...
By a graph G = (V,E), we mean a finite and undirected graph without loops and multiple edges. A grap...