The international research on uniform color space stays only on the improvements on L*a*b* color space because of the absence of proper mathematics, which can not make a real and subliming development. In this paper, a new mathematical method that is called "comparable space mathematics" used on the research of uniform color space is introduced. The author has been on the research for thirty years and reached a perfect achievement, namely the uniform color space of three attributes. "Equations of the three attributes uniform color space" is actually the "three-dimensional equations of Munsell color" that has not difference. From the viewpoint of a function, the "equations of the three attributes uniform color space" belong to "scatted spot function". Because without some computing programs, we can not have a deeper research, so color-difference software and uniform color space of three attributes promotes each other mutually. The achievement introduced in this paper is almost a top achievement.
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机译：国际上对均匀色彩空间的研究仅停留在对L * a * b *色彩空间的改进上，这是由于缺乏适当的数学方法而无法实现的。本文介绍了一种用于均匀色彩空间研究的新数学方法，称为“可比空间数学”。作者进行了三十年的研究，并取得了完美的成就，即三个属性的统一色彩空间。 “三个属性的方程统一颜色空间”实际上与“孟塞尔颜色的三维方程”没有区别。从功能的观点来看，“具有均匀色彩空间的三个属性的等式”属于“散斑功能”。因为没有一些计算程序，我们就无法进行更深入的研究，因此，色差软件和三个属性的统一色彩空间会相互促进。本文介绍的成就几乎是一项顶级成就。
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