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A color image enhancement algorithm based on quaternion representation of vector rotation

机译:基于矢量旋转四元数表示的彩色图像增强算法

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摘要

Detail enhancement of color images is required in many applications. Unsharp masking (UM) is the most classical tool for detail enhancement. Many generalizing UM approaches have been proposed, for example, the rational UM technique, the cubic unsharp technique, the adaptive UM technique and so on. For color images, these algorithms have three steps: (a) Implement the color2gray step; (b) design an extracting method of high frequency information (HFI) based on the luminance component (LC); (c) complete the enhancing process utilizing the HFI. However, using only the HFI of the LC may lose the HFI of the chrominance component (CC). This paper proposes a quaternion based detail enhancement algorithm to extract details of the color image using both of the luminance and CCs. The proposed algorithm is designed to address three tasks: (1) designing an extraction method of the color high frequency information (CHFI) based on quaternion description of the 3D vector rotation; (2) performing an effective fusion strategy of the CHFI and the gray high frequency information (GHFI); (3) designing a quaternion based measure method of the local dynamic range, based on which the enhancement coefficients of the proposed algorithm can be determined. The performance of the proposed algorithm compares favorably with many other similar enhancement algorithms. The eight parameters can be adjusted to control the sharpness to produce the desired results, which makes the proposed algorithm practically useful.
机译:在许多应用中需要增强彩色图像的细节。锐化蒙版(UM)是用于细节增强的最经典工具。已经提出了许多通用的UM方法,例如,有理UM技术,三次不锐化技术,自适应UM技术等。对于彩色图像,这些算法包括三个步骤:(a)执行color2gray步骤; (b)设计基于亮度分量(LC)的高频信息(HFI)提取方法; (c)利用HFI完成增强过程。但是,仅使用LC的HFI可能会丢失色度分量(CC)的HFI。本文提出了一种基于四元数的细节增强算法,利用亮度和CC来提取彩色图像的细节。该算法旨在解决三个任务:(1)设计基于3D矢量旋转的四元数描述的彩色高频信息(CHFI)提取方法; (2)执行CHFI和灰色高频信息(GHFI)的有效融合策略; (3)设计了一种基于四元数的局部动态范围测量方法,基于该方法可以确定所提出算法的增强系数。所提出算法的性能与许多其他类似的增强算法相比具有优势。可以调整这8个参数以控制清晰度以产生所需的结果,这使所提出的算法具有实用价值。

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