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resolving topological indices of graphs
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نویسنده
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sooryanarayana badekara ,chandrakala sogenahalli boraiah ,roshini gujar ravichandra ,kumar mallappa vishu
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منبع
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iranian journal of mathematical chemistry - 2022 - دوره : 13 - شماره : 3 - صفحه:201 -226
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چکیده
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Topological indices are graph invariants most suitable for underlined structures of chemical compounds. most of the topological indices are defined on the well-known graph concepts such as degree of a vertex, distances, eccentricity of a vertex etc. in this paper, new type of degree of a vertex is defined with the aid of resolving property of the graph as the minimum cardinality of a resolving set containing that vertex. the mathematical properties of this newly defined degree is established with the help of standard graphs and an attempt to analyze its applicability in chemical compounds are carried by taking silicate structures.
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کلیدواژه
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resolving set ,topological index ,zagreb index
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آدرس
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dr. ambedkar institute of technology, department of mathematics, india, nitte meenakshi institute of technology, department of mathematics, india, nagarjuna college of engineering and technology, department of mathematics, india, reva university, department of mathematics, india
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پست الکترونیکی
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vishukumarm@reva.edu.in
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Authors
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