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Students coming from mathematics discipline need to know about graphs. Graph is an interesting subject only when you have understood the concept behind the topic. When you don’t understand the concept and try to solve the questions it becomes boring and you start losing interest from the subject. You need help of an expert which is provided by Best Graph Theory Assignment Help Service. Our tutors come from mathematics background and are highly qualified.
Best Graph Theory Assignment Help Service with their team of experts have worked hard in putting the meaning of graph and certain related terms in simple language.
Meaning of graph: A graph consists of a set of dots, called vertices and a set of edges connecting pairs of vertices.
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Definitions of certain terms that are used in graph
A vertex is a dot in the graph where edges meet. A vertex could represent an intersection of edges.A graph with no vertices is a null graph. A graph with only one vertex is trivial.
Edges: Edges connect pairs of vertices.A graph with no edges is empty.Edges are adjacent if they share a common end vertex
A loop is a special type of edge that connects a vertex to itself.
Degree of a vertex: The degree of a vertex is the number of edges meeting at that vertex. It is possible for a vertex to have a degree of zero or larger.
A path is a sequence of vertices using the edges. Usually we are interested in a path between two vertices.
A circuit is a path that begins and ends at the same vertex. A circuit starting and ending at vertex A is shown below.
A graph is connected if there is a path from any vertex to any other vertex.
The weights could represent the distance between two vertices. It is not a necessary that distance between two vertices would correspond to the weight of an edge.
It is important to have knowledge about graphs as graph theory is not only limited to mathematics. Graph theory is used in chemistry and physics. Graph theory is widely used in sociology and biology also. So, Best Graph Theory Assignment Help Service provides you, guidance to understand the graph theory in the best possible way.
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