Search Results - "Shao, Zehui"

Mobile Crowd Sensing for Traffic Prediction in Internet of Vehicles by Wan, Jiafu, Liu, Jianqi, Shao, Zehui, Vasilakos, Athanasios V, Imran, Muhammad, Zhou, Keliang

“…The advances in wireless communication techniques, mobile cloud computing, automotive and intelligent terminal technology are driving the evolution of vehicle…”
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Computing Zagreb Indices and Zagreb Polynomials for Symmetrical Nanotubes by Shao, Zehui, Siddiqui, Muhammad, Muhammad, Mehwish

“…Topological indices are numbers related to sub-atomic graphs to allow quantitative structure-movement/property/danger connections. These topological indices…”
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The Cartesian Product and Join Graphs on Edge-Version Atom-Bond Connectivity and Geometric Arithmetic Indices by Zhang, Xiujun, Jiang, Huiqin, Liu, Jia-Bao, Shao, Zehui

“…The Cartesian product and join are two classical operations in graphs. Let dL(G)(e) be the degree of a vertex e in line graph L(G) of a graph G. The edge…”
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New Concepts in Intuitionistic Fuzzy Graph with Application in Water Supplier Systems by Shao, Zehui, Kosari, Saeed, Rashmanlou, Hossein, Shoaib, Muhammad

“…In recent years, the concept of domination has been the backbone of research activities in graph theory. The application of graphic domination has become…”
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On the Maximum ABC Index of Graphs With Prescribed Size and Without Pendent Vertices by Zehui Shao, Pu Wu, Xiujun Zhang, Dimitrov, Darko, Jia-Bao Liu

“…The atom-bond connectivity (ABC) index is one of the most actively studied degree-based graph invariants, which are found in a vast variety of chemical…”
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A Study on Domination in Vague Incidence Graph and Its Application in Medical Sciences by Rao, Yongsheng, Kosari, Saeed, Shao, Zehui, Cai, Ruiqi, Xinyue, Liu

“…Fuzzy graphs (FGs), broadly known as fuzzy incidence graphs (FIGs), have been acknowledged as being an applicable and well-organized tool to epitomize and…”
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Certain Properties of Vague Graphs with a Novel Application by Rao, Yongsheng, Kosari, Saeed, Shao, Zehui

“…Fuzzy graph models enjoy the ubiquity of being present in nature and man-made structures, such as the dynamic processes in physical, biological, and social…”
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Quasi-total Roman bondage number in graphs by Jiang, Huiqin, Shao, Zehui

“…AbstractA quasi-total Roman dominating function (QTRD-function) on [Formula: see text] is a function [Formula: see text] such that (i) every vertex x for which…”
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Vague Graph Structure with Application in Medical Diagnosis by Kosari, Saeed, Rao, Yongsheng, Jiang, Huiqin, Liu, Xinyue, Wu, Pu, Shao, Zehui

“…Fuzzy graph models enjoy the ubiquity of being in natural and human-made structures, namely dynamic process in physical, biological and social systems. As a…”
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A Study on A−I−Γ-Hyperideals and m,n−Γ-Hyperfilters in Ordered Γ-Semihypergroups by Rao, Yongsheng, Kosari, Saeed, Shao, Zehui, Akhoundi, Maryam, Omidi, Saber

“…The concept of almost interior Γ-hyperideals (A−I−Γ-hyperideals) in ordered Γ-semihypergroups is a generalization of the concept of interior Γ-hyperideals…”
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On the Star Chromatic Index of Generalized Petersen Graphs by Zhu, Enqiang, Shao, Zehui

“…The star -edge-coloring of graph is a proper edge coloring using colors such that no path or cycle of length four is bichromatic. The minimum number for which…”
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On the total double Roman domination by Shao, Zehui, Amjadi, Jafar, Sheikholeslami, Seyed Mahmoud, Valinavaz, Mina

“…Let G=(V,E) be a simple graph. A double Roman dominating function (DRDF) on G is a function f from the vertex set V of G into {0,1,2,3} such that if f(u)=0,…”
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Hydromagnetic free convection flow of viscous fluid between vertical parallel plates with damped thermal and mass fluxes by Shao, Zehui, Shah, Nehad Ali, Tlili, Iskander, Afzal, Usman, Khan, M. Saqib

“…In this article, hydromagnetic free convection flow of viscous fluid between two vertical plates is considered. The Caputo time-fractional derivative is used…”
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On the packing coloring of base-3 Sierpiński graphs and H-graphs by Deng, Fei, Shao, Zehui, Vesel, Aleksander

“…For a nondecreasing sequence of integers S = ( s 1 , s 2 , … ) an S -packing k -coloring of a graph G is a mapping from V ( G ) to { 1 , 2 , … , k } such that…”
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Improved enantioselectivity of E. coli BioH in kinetic resolution of methyl (S)-3-cyclohexene-1-carboxylate by combinatorial modulation of steric and aromatic interactions by Wu, Xiafen, Yang, Shengli, Yu, Hongwei, Ye, Lidan, Su, Bingmei, Shao, Zehui

“…As a chiral precursor for the important anticoagulant Edoxaban, enantioselective synthesis of (S)-3-cyclohexene-1-carboxylic acid is of great significance. The…”
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Certain Concepts of Vague Graphs With Applications to Medical Diagnosis by Shao, Zehui, Kosari, Saeed, Shoaib, Muhammad, Rashmanlou, Hossein

“…The purpose of this research study is to present and explore the key properties of some new operations on vague graphs, including rejection, maximal product,…”
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A proof of a conjecture on the paired-domination subdivision number by Shao, Zehui, Sheikholeslami, Seyed Mahmoud, Chellali, Mustapha, Khoeilar, Rana, Karami, Hossein

“…A paired-dominating set of a graph G with no isolated vertex is a dominating set of vertices whose induced subgraph has a perfect matching. The…”
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Double Roman Domination in Graphs with Minimum Degree at Least Two and No C5-cycle by Kosari, Saeed, Shao, Zehui, Sheikholeslami, Seyed Mahmoud, Chellali, Mustapha, Khoeilar, Rana, Karami, Hossein

“…A double Roman dominating function (DRDF) on a graph G = ( V , E ) is a function f : V → { 0 , 1 , 2 , 3 } having the property that if f ( v ) = 0 , then…”
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Using amino acid features to identify the pathogenicity of influenza B virus by Kou, Zheng, Fan, Xinyue, Li, Junjie, Shao, Zehui, Qiang, Xiaoli

“…Influenza B virus can cause epidemics with high pathogenicity, so it poses a serious threat to public health. A feature representation algorithm is proposed in…”
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Total Roman {3}-domination in Graphs by Shao, Zehui, Mojdeh, Doost Ali, Volkmann, Lutz

“…For a graph G = ( V , E ) with vertex set V = V ( G ) and edge set E = E ( G ) , a Roman { 3 } -dominating function (R { 3 } -DF) is a function f : V ( G ) → {…”
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