Germination and growth rate of exotic plant seeds dispersed by avian communities in the Upper Nilgiris of Tamil Nadu, India.
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.
Keywords:
Metric dimension, cut vertex, connectivity, molecular graph, hydrocarbons
Citation: *,
( 2020), Germination and growth rate of exotic plant seeds dispersed by avian communities in the Upper Nilgiris of Tamil Nadu, India.. Scientific Transactions in Environment and Technovation, 14(1): 20-24
Correspondence: A. Chitheena