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   on leap eccentric connectivity index of thorny graphs  
   
نویسنده haoer raad sehen ,mohammed mohanad ali ,chidambaram natarajan
منبع journal of medicinal and pharmaceutical chemistry research - 2020 - دوره : 2 - شماره : 10 - صفحه:1033 -1039
چکیده    The 2-degree of a vertex v of a simple graph g is the number of vertices which are at distance two from v in g and is denoted by d2(v). in this article, we compute exact values of a recent eccentricity-based topological index called leap eccentric connectivity index (leci), which is defined as the sum of product of 2-degree and eccentricity of every vertex in g, for some specialclasses of thorny graphs namely, thorny complete graph, thorny complete bipartite graph, thorny cycles and thorny paths. also we discuss some of its applications in chemical structures such as cyclo-alkanes.
کلیدواژه leap zagreb indices ,eccentricity ,leap eccentric connectivity index.
آدرس ministry of education, open educational college, al-qadisiya centre, department of mathematics, iraq, ministry of education, open educational college, al-qadisiya centre, department of mathematics, iraq, sastra deemed university, srinivasa ramanujan centre, department of mathematics, india
پست الکترونیکی natarajan_c@maths.sastra.edu
 
     
   
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