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
Bloxorz is an online puzzle game where players move a 1 × 1 × 2 block by tilting it on a subset of t...
There have been several papers on the subject of traditional peg solitaire on different boards. Howe...
We study the computational complexity of the Buttons & Scissors game and obtain sharp thresholds wit...
Peg Duotaire is a two-player version of the classical puzzle called Peg Solitaire. Players take turn...
Peg Duotaire is a two-player version of the classical puzzle called Peg Solitaire. Players take turn...
Peg solitaire is a game in which pegs are placed in every hole but one and the player jumps over peg...
Peg solitaire is a game in which pegs are placed in every hole but one and the player jumps over peg...
. We solve the problem of one-dimensional peg solitaire. In particular, we show that the set of con...
is an important two-player impartial combinatorial game. The rule of the game is as follows: For a g...
AbstractWe consider the single-hop version of one-dimensional peg duotaire, a two player version of ...
Despite its long history, the classical game of peg solitaire continues to attract the attention of ...
Bloxorz is an online puzzle game where players move a 1 by 1 by 2 block by tilting it on a subset of...
We consider the one-person game of peg solitaire on a triangular board of arbitrary size. The basic ...
Bloxorz is an online puzzle game where players move a 1×1×2 block by tilting it on a subset of the t...
The Buttons and Scissors puzzle was recently shown to be NP-hard. In this paper we continue studying...
Bloxorz is an online puzzle game where players move a 1 × 1 × 2 block by tilting it on a subset of t...
There have been several papers on the subject of traditional peg solitaire on different boards. Howe...
We study the computational complexity of the Buttons & Scissors game and obtain sharp thresholds wit...
Peg Duotaire is a two-player version of the classical puzzle called Peg Solitaire. Players take turn...
Peg Duotaire is a two-player version of the classical puzzle called Peg Solitaire. Players take turn...
Peg solitaire is a game in which pegs are placed in every hole but one and the player jumps over peg...
Peg solitaire is a game in which pegs are placed in every hole but one and the player jumps over peg...
. We solve the problem of one-dimensional peg solitaire. In particular, we show that the set of con...
is an important two-player impartial combinatorial game. The rule of the game is as follows: For a g...
AbstractWe consider the single-hop version of one-dimensional peg duotaire, a two player version of ...
Despite its long history, the classical game of peg solitaire continues to attract the attention of ...
Bloxorz is an online puzzle game where players move a 1 by 1 by 2 block by tilting it on a subset of...
We consider the one-person game of peg solitaire on a triangular board of arbitrary size. The basic ...
Bloxorz is an online puzzle game where players move a 1×1×2 block by tilting it on a subset of the t...
The Buttons and Scissors puzzle was recently shown to be NP-hard. In this paper we continue studying...
Bloxorz is an online puzzle game where players move a 1 × 1 × 2 block by tilting it on a subset of t...
There have been several papers on the subject of traditional peg solitaire on different boards. Howe...
We study the computational complexity of the Buttons & Scissors game and obtain sharp thresholds wit...