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Research Article

Year : 2018 | Volume: 11 | Issue: 3 | Pages: 161-164

A unique fixation of the locus of basis elements in graphs

R. Manjusha1*, A. Sunny Kuriaksoe2

DOI: 10.20894/STET.116.011.003.009

Corresponding author

R. Manjusha*

Department of Mathematics, Union Christian College Aluva, India

  • 1. Department of Mathematics, Union Christian College Aluva, India
  • 2. Dean, Federal Institute of Science and Technology, Angamaly, India

Received on: 30/08/2018

Revised on: 30/11/-0001

Accepted on: 30/08/2018

Published on: 30/08/2018

  • R. Manjusha, A. Sunny Kuriaksoe (2018), A unique fixation of the locus of basis elements in graphs. Scientific Transactions in Environment and Technovation, 11(3): 161-164. doi: 110.20894/STET.116.011.003.009

Abstract

  The resolving set consisting basis elements is not unique for any graph. This paper examines how the basis elements can be uniquely placed on a graph so as to solve the network flow problems. A relation between connectivity and metric dimension of graph has been verified. Also discussed the parameter changes occurred in molecular graphs due to catenation. The resolving set consisting basis elements is not unique for any graph. This paper examines how the basis elements can be uniquely placed on a graph so as to solve the network flow problems. A relation between connectivity and metric dimension of graph has been verified. Also discussed the parameter changes occurred in molecular graphs due to catenation.

Keywords

Metric dimension, cut vertex, connectivity, molecular graph, hydrocarbons