A modern spatial enhancing method decreed on a robust MSRR and high-frequency synthesized SSRR for ultra-expansion ratio

V. Patanavijit, K. Thakulsukanant
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Abstract

From the great requisitions of the modern digital image implementations, the refined spatial image is normally desired nevertheless the observed device for high resolution is ultimately overpriced thereby the SRR (Super Resolution Reconstruction) technique, which is founded on the arithmetical establishment for creating the better refined spatial image, is one of the modern scrutinized topics in DIP (Digital Image Processsing) and DSP (Digital Signal Processing) communities. In consideration of ultraexpansion ratio (at 16x), this research article aims to present a modern spatial enhancing method decreed on a robust MSRR (Multiframe Super Resolution), which is constituted on the ML (Maximum Likelihood) regularization with robust Andrew's Sine function, and a SSRR (Single Frame Super Resolution), which is constituted on high-band spectrum appraisement. Initially, for concealing outlier whereas preserving the region border, a sequence of captured images with poor quality is computed by a robust MSRR (Multi-Frame Super Resolution) for creating the better refined spatial image at 4x expansion ratio. Next, this enlarged image is computed by high-band spectrum appraisement SSRR (Single-Frame Super Resolution) for ultimately creating the refined spatial image at 16x expansion ratio. The comprehensive verification outcomes embellish that the modern spatial enhancing method can create the 16x spatial image with better refined information and less outlier.
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现代空间增强方法依赖于超膨胀比的鲁棒单抗比和高频合成单抗比
从现代数字图像实现的巨大需求来看,通常需要精确的空间图像,然而观察到的高分辨率设备最终被高估了,因此SRR(超分辨率重建)技术是建立在创建更好的精确空间图像的算术基础上的,是DIP(数字图像处理)和DSP(数字信号处理)社区中现代仔细研究的主题之一。考虑到超膨胀比(16倍),本文旨在提出一种基于鲁棒安德鲁正弦函数的最大似然正则化构成的鲁棒多帧超分辨率(MSRR)和基于高频段频谱评价构成的单帧超分辨率(SSRR)的现代空间增强方法。首先,为了在保留区域边界的同时隐藏离群值,通过鲁棒多帧超分辨率(MSRR)计算捕获的质量较差的图像序列,以4倍的扩展比创建更精细的空间图像。然后,通过高频段频谱评估SSRR(单帧超分辨率)计算放大后的图像,最终生成16倍扩展比的精细空间图像。综合验证结果表明,现代空间增强方法可以生成信息精细化程度更高、离群值更小的16倍空间图像。
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