Entropy of weighted graphs with Randić weights
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Publication:296334
DOI10.3390/e17063710zbMath1338.05266OpenAlexW1512042133MaRDI QIDQ296334
Yongtang Shi, Frank Emmert-Streib, Matthias Dehmer, Zeng-Qiang Chen
Publication date: 15 June 2016
Published in: Entropy (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.3390/e17063710
Applications of graph theory (05C90) Molecular structure (graph-theoretic methods, methods of differential topology, etc.) (92E10)
Related Items (7)
On graph entropy measures based on the number of independent sets and matchings ⋮ Computational and analytical studies of the Randić index in Erdős-Rényi models ⋮ The entropy of weighted graphs with atomic bond connectivity edge weights ⋮ On the degeneracy of the Randić entropy and related graph measures ⋮ Some bounds of weighted entropies with augmented Zagreb index edge weights ⋮ Some new bounds of weighted graph entropies with GA and Gaurava indices edge weights ⋮ Quantitative graph theory: a new branch of graph theory and network science
Cites Work
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- Entropy bounds for dendrimers
- An entropy-based uncertainty measurement approach in neighborhood systems
- Extremality of degree-based graph entropies
- Entropy, similarity measure and distance measure of vague soft sets and their relations
- Probabilistic inequalities for evaluating structural network measures
- On the general sum-connectivity index of trees
- A history of graph entropy measures
- Degree powers in \(C_5\)-free graphs
- Connected \((n,m)\)-graphs with minimum and maximum zeroth-order general Randić index
- A computational approach to construct a multivariate complete graph invariant
- Information processing in complex networks: Graph entropy and information functionals
- Some bounds on entropy measures in information theory
- Degree-based entropies of networks revisited
- Degree Powers in Graphs: The Erdős–Stone Theorem
- Network Diversity and Economic Development
- Entropy and the complexity of graphs: I. An index of the relative complexity of a graph
- Entropy and the complexity of graphs: II. The information content of digraphs and infinite graphs
- Entropy and the complexity of graphs: III. Graphs with prescribed information content
- Entropy and the complexity of graphs: IV. Entropy measures and graphical structure
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