K-metric antidimension of some generalized Petersen graphs
2019
Resistance of social graphs to active attacks is a very important feature
which must be maintained in the modern networks. Recently introduced
k-metric antidimension graph invariant is used to define anew measure for
resistance of social graphs. In this paper we have found and proved the
k-metric antidimension for generalized Petersen graphs GP(n, 1) and GP(n,2). It is proven that GP(2m+1,1) and GP(8,2) are 2-metric antidimensional,
while all other GP(n,1) and GP(n,2) graphs are 3-metric antidimensional.
- Correction
- Source
- Cite
- Save
- Machine Reading By IdeaReader
0
References
2
Citations
NaN
KQI