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On the PSPACE - Completeness of peg duotaire and other peg-jumping games

Conference Paper
Publication Date:
2018
Short description:
On the PSPACE - Completeness of peg duotaire and other peg-jumping games / Bilo, D.; Guala, L.; Leucci, S.; Proietti, G.; Rossi, M.. - 100:(2018), pp. 81-815. ( 9th International Conference on Fun with Algorithms, FUN 2018 ita 2018) [10.4230/LIPIcs.FUN.2018.8].
abstract:
Peg Duotaire is a two-player version of the classical puzzle called Peg Solitaire. Players take turns making peg-jumping moves, and the first player which is left without available moves loses the game. Peg Duotaire has been studied from a combinatorial point of view and two versions of the game have been considered, namely the single- and the multi-hop variant. On the other hand, understanding the computational complexity of the game is explicitly mentioned as an open problem in the literature. We close this problem and prove that both versions of the game are PSPACE-complete. We also prove the PSPACE-completeness of other peg-jumping games where two players control pegs of different colors.
Iris type:
4.1 Contributo in Atti di convegno
Keywords:
Peg duotaire; Peg solitaire; Pspace-completeness; Two-player games
List of contributors:
Bilo, D.; Guala, L.; Leucci, S.; Proietti, G.; Rossi, M.
Handle:
https://iris.uniss.it/handle/11388/221877
Book title:
Leibniz International Proceedings in Informatics, LIPIcs
Published in:
LEIBNIZ INTERNATIONAL PROCEEDINGS IN INFORMATICS
Journal
LEIBNIZ INTERNATIONAL PROCEEDINGS IN INFORMATICS
Series
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http://drops.dagstuhl.de/opus/institut_lipics.php?fakultaet=04
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