基于高频图像预测的图像超分辨重建在几种模糊和噪声环境下的实验性能分析

V. Patanavijit, C. Pirak, G. Ascheid
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引用次数: 5

摘要

随着人们对高空间分辨率图像的巨大需求,图像分辨率增强算法的研究得到了蓬勃发展,简单快速的计算分辨率增强算法在智能手机、闭路电视、数码相机等现代数字设备中得到了广泛的应用。基于高频图像预测的单幅图像超分辨重建算法的性能和快速的计算时间,本文对多达14幅标准测试图像进行了实验研究。本文有三个主要贡献。第一个贡献是对基于无噪声环境下高频图像预测的单幅图像超分辨重建中最优插值技术选择和最优梯度方向数的实验综合研究。并对该环境下M0参数的最优选择进行了计算探索。第二个贡献是研究了在不同模糊方差下几种模糊环境下重建的实验性能。并对该模糊环境下最优M0参数选择的研究进行了计算分析。最后,研究了在不同噪声功率水平下的几种噪声环境下重建的实验性能,并分析了最优M0参数选择的研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An experimental performance analysis of an image super resolve reconstruction based on the high-frequency image prediction under several blurred and noisy environments
According to tremendous demands of high spatial resolution images, the brilliant research efforts in the area of image resolution enhancement algorithms have been raised hence the simple and fast computational resolution enhancement algorithms have been very attracted in the modern digital devices such as smart phone, CCTV, digital camera, etc. Due to its performance and fast computational time, this paper empirically experimental investigates the performance of the single image super resolve reconstruction based on the high-frequency image prediction for up to 14 standard test images. This paper has three main contributions. The first contribution is an experimental comprehensive study of an optimal interpolation technique selection and an optimal number of gradient directions in single image super resolve reconstruction based on the high-frequency image prediction under a noiseless environment. Moreover, the study of optimal M0 parameter selection is computationally explored for this environment. The second contribution is a study of an experimental performance of the reconstruction under several blurred environments at different blurred variance. Moreover, the study of optimal M0 parameter selection is computationally analyzed for this blurred environment. Finally, the last contribution is a study of an experimental performance of the reconstruction under several noisy environments at different noise power levels and the study of the optimal M0 parameter selection is analyzed.
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