An independent dominating set in the com
β
Michael A. Henning; Christian LΓΆwenstein; Dieter Rautenbach
π
Article
π
2010
π
Elsevier Science
π
English
β 267 KB
We prove that for every tree T of order at least 2 and every minimum dominating set D of T which contains at most one endvertex of T , there is an independent dominating set I of T which is disjoint from D. This confirms a recent conjecture of Johnson, Prier, and Walsh.