Publication Type : Journal Article
Publisher : International Journal on Applications of Graph Theory in Wireless Ad Hoc Networks and Sensor Networks
Source : International Journal on Applications of Graph Theory in Wireless Ad Hoc Networks and Sensor Networks (GRAPH-HOC), Volume 7, p.2–3 (2015)
Keywords : Bijection, Cardinal number., Contraction, Metric dimension, Overlapping
Campus : Amritapuri
School : School of Arts and Sciences
Department : Mathematics
Year : 2015
Abstract : Metric dimension in graph theory has many applications in the real world. It has been applied to the optimization problems in complex networks, analyzing electrical networks; show the business relations, robotics, control of production processes etc. This paper studies the metric dimension of graphs with respect to contraction and its bijection between them. Also an algorithm to avoid the overlapping between the robots in a network is introduced.
Cite this Research Publication : R. Manjusha and A Kuriakose, S., “Metric dimension and uncertainty of traversing robots in a network”, International Journal on Applications of Graph Theory in Wireless Ad Hoc Networks and Sensor Networks (GRAPH-HOC), vol. 7, pp. 2–3, 2015.