Browsing by Subject "Combinatorial Game Theory"
Now showing 1 - 1 of 1
Results Per Page
Sort Options
Item Nim in Topological Spaces(2019-10) Victorin-Vangerud, AaronNim is a mathematical game played with piles of rocks. Two players take turns choosing a pile and removing some of its rocks, and whoever takes the last rock wins. Strategy in nim is well understood, but what happens if we replace the rocks with sets in a space and say the game ends when the chosen sets make a cover? In a simple finite case, we present a winning strategy that evokes classic nim.