The address of the primary author is

Ryohei Miyadera, Ph.D.

Kwansei Gakuin High School, 1-1-155, Uegahara, Nishinomiya City, 662-8501, Japan

Bibliography

1

A.C.Robin, A poisoned chocolate problem, Problem corner, The Mathematical Gazette Vol. 73, No. 466 (Dec., 1989), pp. 341-343. An Answer for the above problem is in Vol. 74, No. 468, June 1990, pp. 171-173.

2

M. H. Albert, R. J. Nowakowski and D. Wolfe, Lessons In Play, A K Peters, p-139.

3

R. Miyadera and M. Naito, Combinatorial Games and Beautiful Graph produced by them, ”Visual Mathematics, Volume 11, No. 3, 2009. http://www.mi.sanu.ac.rs/vismath/pap.htm

4

M.Naito, T.Inoue, R.Miyadera, Discrete Mathematics and Computer Algebra System, The Joint Conference of ASCM 2009 and MACIS 2009, COE Lecture Note Vol.22,Kyushu University. A PDF file of the article is available at http://gcoe-mi.jp/english/publish_list/pub_inner/id:2/cid:10

5

R.Miyadera, T.Inoue, W.Ogasa and S.Nakamura, Chocolate Games that are variants of the Game of Nim, Journal of Information Processing, Information Processing Society of Japan, 53(6) pp. 1582-1591 (in Japanese).

6

R. Miyadera, S. Nakamura and R. Hanafusa, New Chocolate Games -Variants of the Game of Nim-, Proceeding of Annual International Conference on Computational Mathematics, Computational Geometry Statistics,pp.122-pp.128, 2012.

7

M. Naito, D. Minematsu, R. Miyadera and etc., Combinatorial Games and Beautiful Graphs Produced by them, Visual Mathematics, Volume 11, No. 3, 2009
http://www.mi.sanu.ac.rs/vismath/miyaderasept2009/index.html

8

S. Nakamura, D. Minematsu, T. Kitagawa, R. Miyadera and etc.,Chocolate games that are variants of nim and interesting graphs made by these games, Visual Mathematics, Volume 14, No. 2, 2012
http://www.mi.sanu.ac.rs/vismath/miyaderasept2012/index.html