Anti-aliasing in topological color spaces

Ken Turkowski
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引用次数: 17

Abstract

The power of a color space to perform well in interpolation problems such as anti-aliasing and smooth-shading is dependent on the topology of the color space as well as the number of elements it contains.We develop the Major-minor color space, which has a topology and representation that lends itself to simple anti-aliasing computations between elements of an arbitrary set of colors in an inexpensive frame store.
拓扑颜色空间的抗混叠
色彩空间在诸如抗混叠和平滑阴影等插值问题中表现良好的能力取决于色彩空间的拓扑结构以及它所包含的元素数量。我们开发了Major-minor颜色空间,它具有拓扑和表示,可以在便宜的框架存储中在任意一组颜色的元素之间进行简单的抗混叠计算。
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