HIGHLIGHTS
- who: Mathematics Subject Classification and colleagues from the Department of, Kennesaw State University, USA have published the Article: Fibonacci number of the tadpole graph, in the Journal: (JOURNAL) of 20/06/2014
- what: The authors show that I (Tn,k )=I (Tn,k-1 )∪I (Tn,k-2 ) where I (Tn,k-1 )∩I (Tn,k-2 )=∅.
SUMMARY
Revised: 05 August 2014, Accepted: 15 September 2014. www.ejgta.org | J. DeMaio, J. Jacobson | J. DeMaio, J. Jacobson The tadpole graph, Tn,k, is the graph created by concatenating Cn and Pk . . .
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