Wiener index of an ideal-based zero-divisor graph of commutative ring with unity
The Wiener index of a connected graph G is [Formula: see text]. In this paper, we obtain the Wiener index of H-generalized join of graphs [Formula: see text]. As a consequence, we obtain some earlier known results in [Alaeiyan et al. in Aust. J.
Balamoorthy S. +2 more
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Further development of F-index for fuzzy graph and its application in Indian railway crime. [PDF]
Islam SR, Pal M.
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Lower bounds on trees and unicyclic graphs with respect to the misbalance rodeg index. [PDF]
Dehgardi N, Azari M, Shang Y.
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On tricyclic graphs with maximum atom-bond sum-connectivity index. [PDF]
Noureen S +5 more
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Computing degree based topological indices of algebraic hypergraphs. [PDF]
Alali AS +4 more
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Targeting TGF-β-Smad2/3-JNK1-mediated SIRT1 activity overcomes the chemoresistance of KRAS mutation lung cancer. [PDF]
Shin DH, Choi M, Han C, Kim SS.
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Graphs with given connectivity and their minimum Sombor index having applications to QSPR studies of monocarboxylic acids. [PDF]
Hayat S, Arshad M, Khan A.
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Hyper-Zagreb index in fuzzy environment and its application. [PDF]
Islam SR, Mohsin BB, Pal M.
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A Computational Approach to Predictive Modeling Using Connection-Based Topological Descriptors: Applications in Coumarin Anti-Cancer Drug Properties. [PDF]
Hayat S, Wazzan S.
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