首页> 外文会议>Electronic Design, Test and Application, 2010. DELTA '10 >Least-squares Optimal Interpolation for Fast Image Super-resolution
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Least-squares Optimal Interpolation for Fast Image Super-resolution

机译:最小二乘最优插值可实现快速图像超分辨率

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Image super-resolution is generally regarded as consisting of three steps - image registration, fusion, and deblurring. This paper presents a novel technique for resampling a non-uniformly sampled image onto a uniform grid that can be used for fusion of translated input images. The proposed method can be very fast, as it can be implemented as a finite impulse response filter of low order (10th order results in good performance). The technique is based on optimising the resampling filter coefficients using a simple image model in a least squares fashion. The method is tested experimentally on a range of images and shown to have similar results to that of a least-squares optimal filter. Further experimental comparisons are made against a number of methods commonly used in image super-resolution that show that the proposed method is superior to these.
机译:图像超分辨率通常被认为包括三个步骤-图像配准,融合和去模糊。本文提出了一种新技术,可以将非均匀采样的图像重新采样到均匀的网格上,该网格可用于融合翻译后的输入图像。所提出的方法可以非常快,因为它可以实现为低阶的有限脉冲响应滤波器(10阶可获得良好的性能)。该技术基于使用最小二乘法使用简单图像模型优化重采样滤波器系数。该方法在一系列图像上进行了实验测试,并显示出与最小二乘最佳滤波器相似的结果。针对许多通常用于图像超分辨率的方法进行了进一步的实验比较,结果表明所提出的方法优于这些方法。

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