Tchoukaillon is a variant of Tchuka Ruma which was developed by the French mathematician VĂ©ronique Gautheron in 1977. The game received some attention in Combinatorial Game Theory. Duane Broline and Daniel Loeb found out in 1995 that the number of stones in a winning position is asymptotically bounded by n2/pi (given n pits). Tchoukaillon was called mancala ad infinitum by Gary Preisser, a student at Stetson University, Florida, who did a senior research project on the game in 1998. Monokalah and Multitchouka are Tchoukaillon variants proposed by the same author.
Identifier (URI) | Rank |
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dbkwik:resource/Fked__m9G1Kud5oKIec0ug== | 5.88129e-14 |