1. Monotonic Sequence Games
- Author
-
Albert, M., Aldred, R., Atkinson, M., Handley, C., Holton, D., McCaughan, D., and Sagan, B.
- Subjects
Mathematics - Combinatorics ,05A05 ,05E10 - Abstract
In a monotonic sequence game, two players alternately choose elements of a sequence from some fixed ordered set. The game ends when the resulting sequence contains either an ascending subsequence of length a or a descending one of length d. We investigate the behaviour of this game when played on finite linear orders or Q and provide some general observations for play on arbitrary ordered sets., Comment: 20 pages, 1 table
- Published
- 2006