Abstract
We show that, for any set S of combinatorial games, the set of games all of whose immediate options belong to S forms a complete lattice. If every option of a game in S also lies in S, then this lattice is completely distributive.
- Record Identifier
- 9926517683801891
- Title
- Lattices of Games
- Creators
- Michael Henry AlbertRichard J. Nowakowski
- Publication Details
- Order (Dordrecht), Vol.29(1), pp.75-84
- Academic Unit
- Computer Science
- Publisher
- Springer Nature
- Date published ; e-published
- 01/03/2012
- Language
- English
- Resource Type
- Journal article