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- W2914325802 abstract "The connected domination game was recently introduced by Borowiecki, Fiedorowicz and Sidorowicz as another variation of the domination game. The rules are essentially the same, except that the set of played vertices must be connected at all stages of the game. We answer a problem from their paper regarding the relation between the number of moves in a game where Dominator/Staller starts the game. In this paper we also study the relation to the diameter and present graphs with small connected game domination number. We determine the values on the lexicographic product graphs, and consider the effect of predomination of a vertex on the connected game domination number." @default.
- W2914325802 created "2019-02-21" @default.
- W2914325802 creator A5010565748 @default.
- W2914325802 date "2019-02-06" @default.
- W2914325802 modified "2023-09-27" @default.
- W2914325802 title "Connected domination game: predomination, Staller-start game, and lexicographic products" @default.
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