1 citations · 1 across the 5 of their papers we have counts for
5 papers
Relationship between misère NIM and two-player GOISHI HIROI
Tomoaki Abuku, Masanori Fukui, Shin-ichi Katayama +1
In combinatorial game theory, there are two famous winning conventions, normal play and misère play. Under normal play convention, the winner is the player who moves last and under…
On a Combination of the Cyclic Nimhoff and Subtraction Games
Tomoaki Abuku, Masanori Fukui, Ko Sakai +1
In this paper, we study a combination (called the generalized cyclic Nimhoff) of the cyclic Nimhoff and subtraction games. We give the -value of the game when all the…
Impartial Triangular Chocolate Bar Games
Ryohei Miyadera, Shunsuke Nakamura, Masanori Fukui
Chocolate bar games are variants of the game of Nim in which the goal is to leave your opponent with the single bitter part of the chocolate bar. The rectangular chocolate bar game…
Ryuo Nim: A Variant of the classical game of Wythoff Nim
Ryohei Miyadera, Yuki Tokuni, Yushi Nakaya +3
The authors introduce the impartial game of the generalized Ryūō Nim, a variant of the classical game of Wythoff Nim. In the latter game, two players take turns in moving a single…
Wythoff's Game with a Pass
Ryohei Miyadera, Hikaru Manabe, Masanori Fukui
This paper describes Wythoff's game with a pass, which is a variant of the classical Wythoff's game. The classical form is played with two piles of stones, from which two players t…