苯的萨格勒布指数和萨格勒布多项式（英文）  

Zagreb Indices and Zagreb Polynomials of Benzenoid

作　　者：莫本·穆尼尔 瓦格斯·纳泽尔 扎基亚·萨哈迪 MOBEEN Munir;WAQAS Nazeer;ZAKIA Shahzadi(Division of Science and Technology,Lahore University of Education,Lahore,Pakistan54000;Department of Mathematics,Government College,Lahore University,Lahore,Pakistan54000)

机构地区：[1]拉合尔教育大学科学与技术学院,拉合尔54000 [2]拉合尔政府学院大学数学系,拉合尔54000

出　　处：《昆明学院学报》2019年第6期42-46,共5页Journal of Kunming University

摘　　要：拓扑指数是与化合物的分子结构图相关联的数值,其作用是有助于确定有关化合物的性质.如同拓扑索引一样,代数多项式在这个研究领域上也起着至关重要的作用.因此,专门介绍一些苯类的计算结果,给出一些萨格勒布指数的具体形式,这些指数描述了这些分子链的物理化学活性.同时还给出了这些苯结构的萨格勒布多项式的具体形式.Topological indices are numbers associated with the molecular graph of chemical compound and are helpful to determine properties of concerned compound. Like topological indices,algebraic polynomials also play vital role in this direction. This article is devoted to the computational facts of some families of Benzenoids to give closed formulas of some Zagreb Indices which depict physiochemical activists of these molecular chains and closed forms of Zagreb polynomials of these Benzenoid structures.

关 键 词：化学图论 苯 萨格勒布指数 萨格勒布多项式 

分 类 号：O157.6[理学—数学]