I Ching, the ancient Chinese mantic book, is one of the main documents of Chinese culture. It consists of sixty-four 6-line pictographs, also called hexagrams, and commentary texts applied to them. In the presented work, the author examines mathematical problems connected with I Ching. The statement of problems and their solution is original. Two classes of problems are discussed: the comparison of the probability of different mantic schemes and the search for a law determining the order of the sequence of the I Ching hexagrams. The solution of the first problem and the successful explanation of the second problem are presented. APL functions written on APL*PLUS/7 are given in Appendix 3.
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Probabilistic studies of I Ching with use of APL
Luksha, Pavel
Follow ACM SIGAPL APL Quote Quad
, Volume 25 (1)
Association for Computing Machinery – Oct 1, 1994
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