Inspired by the generalized entropies for graphs, a class of generalized degree-based graph entropies is proposed using the known information-theoretic measures to characterize the structure of complex networks. The new entropies depend on assigning a probability distribution about the degrees to a network. In this paper, some extremal properties of the generalized degree-based graph entropies by using the degree powers are proved. Moreover, the relationships among the entropies are studied. Finally, numerical results are presented to illustrate the features of the new entropies
In this paper, we define some new distance-based graph measures and explore various properties. In p...
Abstract. We calculate explicit formulae for the Shannon entropies of several families of tailored r...
Shannon entropies for networks have been widely introduced. However, entropies for weighted graphs h...
Inspired by the generalized entropies for graphs, a class of generalized degree-based graph entropie...
The graph entropies inspired by Shannon’s entropy concept become the information-theoretic quantitie...
Many graph invariants have been used for the construction of entropy-based measures to characterize ...
In this article, we discuss the problem of establishing relations between information measures for n...
The degree-based network entropy which is inspired by Shannon’s entropy concept becomes the informat...
Abstract. Generalised degrees provide a natural bridge between local and global topological properti...
In this article, we discuss the problem of establishing relations between information measures for n...
For measuring the complexity of a graph, an information-theoretic quantity, that is, entropy functio...
A graph’s entropy is a functional one, based on both the graph itself and the distribution of probab...
The degree-based entropy Id(G) of a graph G on m>0 edges is obtained from the well-known Shannon ent...
A variety of problems in, e.g., discrete mathematics, computer science, information theory, statisti...
The entropy-based procedures from the configuration of chemical graphs and multifaceted networks, se...
In this paper, we define some new distance-based graph measures and explore various properties. In p...
Abstract. We calculate explicit formulae for the Shannon entropies of several families of tailored r...
Shannon entropies for networks have been widely introduced. However, entropies for weighted graphs h...
Inspired by the generalized entropies for graphs, a class of generalized degree-based graph entropie...
The graph entropies inspired by Shannon’s entropy concept become the information-theoretic quantitie...
Many graph invariants have been used for the construction of entropy-based measures to characterize ...
In this article, we discuss the problem of establishing relations between information measures for n...
The degree-based network entropy which is inspired by Shannon’s entropy concept becomes the informat...
Abstract. Generalised degrees provide a natural bridge between local and global topological properti...
In this article, we discuss the problem of establishing relations between information measures for n...
For measuring the complexity of a graph, an information-theoretic quantity, that is, entropy functio...
A graph’s entropy is a functional one, based on both the graph itself and the distribution of probab...
The degree-based entropy Id(G) of a graph G on m>0 edges is obtained from the well-known Shannon ent...
A variety of problems in, e.g., discrete mathematics, computer science, information theory, statisti...
The entropy-based procedures from the configuration of chemical graphs and multifaceted networks, se...
In this paper, we define some new distance-based graph measures and explore various properties. In p...
Abstract. We calculate explicit formulae for the Shannon entropies of several families of tailored r...
Shannon entropies for networks have been widely introduced. However, entropies for weighted graphs h...