Image Mathematics—Mathematical Intervening Principle Based on -Yin Yang Wu Xing- Theory in Traditional Chinese Mathematics IReport as inadecuate




Image Mathematics—Mathematical Intervening Principle Based on -Yin Yang Wu Xing- Theory in Traditional Chinese Mathematics I - Download this document for free, or read online. Document in PDF available to download.

By using mathematical reasoning, this paper demonstrates the mathematical intervening principle: -Virtual disease is to fill his mother but real disease is to rush down his son- 虚则补其母, 实则泄其子 and -Strong inhibition of the same time, support the weak- 抑强扶弱 based on -Yin Yang Wu Xing- Theory in image mathematics of Traditional Chinese Mathematics TCMath. We defined generalized relations and generalized reasoning, introduced the concept of steady multilateral systems with two non-compatibility relations, and discussed its energy properties. Later based on the intervention principle in image mathematics of TCMath and treated the research object of the image mathematics as a steady multilateral system, it has been proved that the mathematical intervening principle is true. The kernel of this paper is the existence and reasoning of the non-compatibility relations in steady multilateral systems, and it accords with the oriental thinking model.

KEYWORDS

Image Mathematics; -Yin Yang Wu Xing- Theory; Steady Multilateral Systems; Opposite Non-Compatibility Relations; Intervention Rule; Self-Protection Rule; Mathematical Side Effects; Mathe-matical Intervention Resistance Problem

Cite this paper

Y. Zhang and W. Shao -Image Mathematics—Mathematical Intervening Principle Based on -Yin Yang Wu Xing- Theory in Traditional Chinese Mathematics I,- Applied Mathematics, Vol. 3 No. 6, 2012, pp. 617-636. doi: 10.4236-am.2012.36096.





Author: Yingshan Zhang, Weilan Shao

Source: http://www.scirp.org/



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