Multiplicative Versions of First Zagreb Index

By M. Eliasi, Ali Iranmanesh, Ivan Gutman. 2012

183 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/c209c9b0e846a09ad5f8460575df80f3a90dd547

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

1. Wei Gao
2. Ali Ahmad
3. Nihat Akgunes
4. A. Cevik
5. M. Togan
6. A. Yurttaş
7. K. C. Das
8. I. N. Cangul

Citations in the corpus

• The Zagreb topological indices for a type of Benzenoid systems jagged-rectangle (2017, unknown): “We encourage readers to references [5-33] for more details about these Zagreb topological indices.”
• On the multiplicative Zagreb coindex of graphs (2013, background): “Nowadays several multiplicative versions of Zagreb indices are introduced ([9, 20, 22]) and extensively studied ([10, 26, 27]).”
• On leap Zagreb indices of graphs (2017, unknown): “In recent years, some novel variants of Zagreb indices have been put forward, such as Zagreb coindices [1, 6, 12], reformulated Zagreb indices [17, 19], Zagreb hyperindex [2, 21], multiplicative Zagreb indices [9, 25], multiplicative sum Zagreb index [7, 23], and multiplicative Zagreb coindices [24]”
• Trees, Unicyclic, and Bicyclic Graphs Extremal with Respect to Multiplicative Sum Zagreb Index ∗ (2012, methodology): “In [7], Eliasi, Iranmanesh and Gutman have proved that any tree from T 0(n) has the second minimal multiplicative sum Zagreb index among all connected graphs of order n.”
• The hyper-zagreb index for an infinite family of nanostar dendrimer (2017, methodology): “We encourage the reader to consult [12-45] for historical background, computational techniques and mathematical properties of topological indices and especially Zagreb indices.”
• On the degree based topological indices of benzene ring embedded in P-type-surface in 2D network (2017, background): “These multiple Zagreb indices are studied for some chemical structures in [4, 11, 17, 25, 32], first Zagreb polynomial M1(G, x) and second Zagreb polynomial M2(G, x) are defined as: (1.”
• On the first Zagreb index and multiplicative Zagreb coindices of graphs (2016, methodology): “The mathematical properties of the first and second multiplicative Zagreb indices have been given in [6, 11].”