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Image Mathematics—Mathematical Intervening Principle Based on “Yin Yang Wu Xing” Theory in Traditional Chinese Mathematics (I)

机译:图像数学—基于传统数学“阴阳五行”理论的数学干预原理(I)

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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.
机译:通过使用数学推理,本文证明了数学干预原理:“虚病补其母,实则泄其子”和“对同一病的强烈抑制”时间,在传统数学的图像数学(TCMath)中基于“阴阳五行”理论的“抑制强扶弱”。我们定义了广义关系和广义推理,介绍了具有两个不相容关系的稳定多边系统的概念,并讨论了其能量性质。后来根据TCMath图像数学中的干预原理,将图像数学的研究对象作为一个稳定的多边系统,证明了数学干预原理是正确的。本文的核心是稳定多边体系中不相容关系的存在和推理,符合东方思维模型。

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