Graph Theory - Types of Graphs - There are various types of graphs depending upon the number of vertices, number of edges, interconnectivity, and their overall structure. We will discuss only a certain few important types of graphs in this chapter.
As seen in Chapter 2, topology variety increases with increasing multicyclic graphs: e.g., dicyclic, tricyclic, tetracyclic. Multicyclic graphs are classified into spiro, bridge, fused, and hybrid types [1]. In this chapter, we present graph theory definitions of the various multicyclic graphs...
Explore what is graph in data structure, its types, terminologies, representation and operations. Read on to know how to implement code in graph data structure.
On the Spectral Radius and the Genus of Graphs In this paper, we obtain a relation between the spectral radius and the genus of a graph. In particular, we give upper bounds on the spectral radius of graphs with n vertices and small genus. H Yuan - 《Journal of Combinatorial Theory》 被...
We generalize Kasteleyn's method of enumerating the perfect matchings in a planar graph to graphs embedding on an arbitrary compact boundaryless 2-manifold... Glenn,Tesler - 《Journal of Combinatorial Theory》 被引量: 197发表: 2000年 The maximum number of perfect matchings in graphs with a giv...
of the graphed curve; that is, there would be only one pointf(x) corresponding to eachx, which is the definition of a function. Thegraphof the function then consists of the points withcoordinates(x,y) wherey=f(x). For example, the graph of the cubicequationf(x) =x3− 3x+ 2 ...
A histogram is the visual interpretation of the numerical data using rectangular bars. Visit BYJU’S to learn more about its types, how to plot a histogram graph, how to use histogram and examples.
There is no simple arithmetic relationship between the number of carbon atoms in a formula and the number of isomers.Graph theoryhas been used to calculate the number of constitutionally isomeric alkanes possible for values ofnin CnH2n+ 2from 1 through 400. The number of constitutional isomers ...
The line graph of an undirected graph G is another graph L(G) in the field of mathematics known as graph theory that shows the relationships between G's edges. For each edge in G, create a vertex in L(G), and for every two edges in G that share a vertex, create an edge between...
techniques from areas such as queueing theory,probability and statistics, andelectroniccircuit design. Computer science also makes heavy use ofhypothesis testingand experimentation during the conceptualization, design, measurement, and refinement of new algorithms, information structures, and computer ...