Maximum Wiener Index of Trees with Given Degree Sequence
By Xiaodong Zhang, Y. Liu, Min-Xian Han. 2010
68 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/6cd76ba4b5cec2624c4edf172be9044290254441
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
- Boris Furtula
- Ivan Gutman
- K. C. Das
- Stephan G. Wagner
- Nina S. Schmuck
- Hua Wang
- Ernesto Estrada
- Bo Zhou
Citations in the corpus
- Greedy Trees, Caterpillars, and Wiener-Type Graph Invariants (2012, background): “[27] first pointed out the complexity of the question and studied cases for trees with few internal vertices.”
- Survey on Geometric-Arithmetic Indices of Graphs (2011, methodology): “Hence, the probably best known and most widely used Wiener index [12,90,93] is based on topological distance of vertices in the respective graph, the Hosoya index [53,66] is calculated by counting non-incident edges in a graph, the energy [31, 35, 46] and the Estrada index [23, 94] are based on the ”