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Estimation of Fuzzy Sets for Computational Colour Categorization

机译:计算颜色分类的模糊集估计

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摘要

Colour is an important visual cue for computer vision applications. However, until recently, the automatic assignment of names to image regions has not been widely used due to the nonexistence of a general computational model for colour categorization. In this article we present a model for colour naming based on fuzzy-set theory, in which each of the 11 basic colour terms defined by Berlin and Kay~(1) is modeled as a fuzzy set with a characteristic function that assigns a membership value to the category to any colour sample. The model is based on combining two well-known functions, a sigmoid and a Gaussian, to define a membership function for colour categories. It is denoted here as the sigmoid-Gaussian function and it fulfills a set of properties that make it adequate to this purpose. The characteristic functions for each colour category have been fitted to data obtained from a psychophysical experiment and the model has been tested on the Munsell colour array to show its validity. The results obtained indicate that our approach can be very useful as a first step to expand the use of colour-naming information in computer vision applications.
机译:颜色是计算机视觉应用程序的重要视觉提示。然而,直到最近,由于不存在用于颜色分类的通用计算模型,因此尚未将名称自动分配给图像区域。在本文中,我们提出了一种基于模糊集理论的颜色命名模型,其中将Berlin和Kay〜(1)定义的11个基本颜色术语中的每一个均建模为具有特征函数的模糊集合,该函数分配隶属度值类别到任何颜色样本。该模型基于组合两个众所周知的函数(S型和高斯函数)来定义颜色类别的隶属函数。它在此表示为S型-高斯函数,并且具有使之足以满足此目的的一组属性。每种颜色类别的特征函数已拟合到从心理物理实验获得的数据,并且已在Munsell颜色阵列上测试了该模型以显示其有效性。获得的结果表明,我们的方法作为在计算机视觉应用程序中扩展使用颜色命名信息的第一步可能非常有用。

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