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基于四元数傅里叶变换的盲彩色图像质量评价 被引量:4

Quality Assessment of Blind Color Images Using Quaternion Fourier Transform
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摘要 利用图像质量评价算法评价彩色图像时,往往会导致彩色图像色彩信息的损失和整体性的破坏,进而使得评价结果与主观评价结果不一致。由于图像越模糊其包含的高频分量越少,基于四元数傅里叶变换,提出了一种无参考彩色图像质量评价算法。首先,利用四元数矩阵表征彩色图像并对其进行四元数傅里叶变换,得到了彩色图像傅里叶变换的频谱。其次,求出高频分量的阈值。最后,利用频谱中大于阈值的像素数目来对彩色图像质量进行评价。实验结果表明,预测结果具有较好的准确性和单调性,且与人的主观评价结果较匹配。所提算法具有较好的抗噪性,计算复杂度较低,总体性能好于现有算法。 When image quality evaluation algorithms are used to evaluate one color image,the color information of the color image is often lost and the integrity is destroyed,which makes the evaluation result inconsistent with the subjective evaluation result.Based on the idea that the more blurred the image is,the less high-frequency components it contains,a no-reference color image quality assessment algorithm is proposed.First,a quaternion matrix is used to characterize the color image and its spectrum can be obtained by quaternion Fourier transform.Then,the threshold value of the high-frequency components is calculated.Finally,the number of pixels above the threshold value is used to calculate the color image quality score.The experimental results show that the predicted results have good accuracy and monotonicity,and match well with the subjective evaluation results.The proposed algorithm has better anti-noise performance,lower computational complexity and better overall performance than existing algorithms.
作者 周珂 吴成茂 李昌兴 Zhou Ke;Wu Chengmao;Li Changxing(School of Communication and Infornation Engineering,Xi'an University of Post and Telecom nunications,Xi'an,Shaanai 710121,China;School of Electronic Engineering,Xi'an University of Post and Telecommunications,Xi'an,Shaanai 710121,China;School of Science,Xi'an University of Post and Telecommunications,Xi'an,Shaanxi 710121,China)
出处 《激光与光电子学进展》 CSCD 北大核心 2020年第18期213-223,共11页 Laser & Optoelectronics Progress
基金 国家自然科学基金(61671377,51709228) 陕西省自然科学基金(2017JM6107,2018JM4018)。
关键词 图像处理 图像质量评价 四元数傅里叶变换 彩色图像 高频分量的阈值 image processing image quality assessment quaternion Fourier transform color image thresholdvalue of high frequency components
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