PYRAMID NIM
Publication Date
1-1-2022
Document Type
Article
Publication Title
Integers
Volume
22
Abstract
Pyramid Nim is played on a directed acyclic graph. Players remove vertices of a path of undominated vertices. We determine Grundy-values for some small games of Pyramid Nim, and Grundy-values for a special class of directed acyclic graphs called triangular pyramids. The rules of the game are quite simple, and the analysis in general may be difficult. These two properties make Pyramid Nim an appealing game.
Funding Sponsor
University of Pittsburgh
Department
Mathematics and Statistics
Recommended Citation
Stephen J. Curran, Daniel Gray, Stephen C. Locke, and Richard M. Low. "PYRAMID NIM" Integers (2022).
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