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《易经》作为六经之首统率了中国文化数千年,而中国科技、经济在英国工业革命以前一直居世界领先或先进地位;这意味着,以不同于现代科学哲学方式影响着中国科技、经济的易经必然蕴涵着广袤的客观规律,而客观规律常可用数学形式表达出来;本文拟以独到的数学形式展示京房易中一个重要的数学定理并用易学方法证明这个定理,昭示简洁的易理与繁杂的数学可以完全融通。
As the top of the six classics, “I Ching” dominated Chinese culture for thousands of years, while China’s science and technology and economy had been leading or advanced in the world before the British Industrial Revolution. This meant that influencing China’s science and technology in a way different from the philosophy of modern science, , The economy of the Book of Changes inevitably implies a vast objective law, and the objective laws can often be expressed in mathematical form; this article intends to show a unique mathematical mathematic easy to an important mathematical theorem and easy to learn this theorem proved easy to show that simple Yi Li and complicated mathematics can be fully integrated.