Image Resampling and Interpolation based on Fuzzy Neural Network with Mapping Windows

碩士 === 國立交通大學 === 資訊科學學系 === 83 === Image interpolation for reconstructing images from low resolut- ion to high resolution is an important processing step for many applications. The image interpolation process can be viewed as a transformation function, c...

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Main Authors: Shu-Fang Hsu, 許淑芳
Other Authors: Pei-Yung Hsiao Ja-Chen Lin
Format: Others
Language:en_US
Published: 1995
Online Access:http://ndltd.ncl.edu.tw/handle/33790745071683136335
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spelling ndltd-TW-083NCTU03940262015-10-13T12:53:37Z http://ndltd.ncl.edu.tw/handle/33790745071683136335 Image Resampling and Interpolation based on Fuzzy Neural Network with Mapping Windows 採用投映視窗之乏晰類神經網路在影像內插與重呈現上之應用研究 Shu-Fang Hsu 許淑芳 碩士 國立交通大學 資訊科學學系 83 Image interpolation for reconstructing images from low resolut- ion to high resolution is an important processing step for many applications. The image interpolation process can be viewed as a transformation function, called interpolation function, from input subsampled image to interpolated image. During the past years, a lot of approaches using some pre-specified and non- adaptive function models are proposed. In this thesis, the method based on neural network with learning property is different from the conventional approaches. Because that the problem input is the subsampled image only and the target output is unknown in the real-world application, it is difficult to decide the optimal sample set for neural network training. However, the projection model of image acquisition is proposed and applied to the generation of training samples with a window scanning in the input image. Thus, the image interpolation process can be viewed and models as an inversion of image acquisition. Based on this idea, our experimental results demonstrate that our proposed methods are proven to be useful and successful in solving this problem . Pei-Yung Hsiao Ja-Chen Lin 蕭培墉林志青 1995 學位論文 ; thesis 96 en_US
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description 碩士 === 國立交通大學 === 資訊科學學系 === 83 === Image interpolation for reconstructing images from low resolut- ion to high resolution is an important processing step for many applications. The image interpolation process can be viewed as a transformation function, called interpolation function, from input subsampled image to interpolated image. During the past years, a lot of approaches using some pre-specified and non- adaptive function models are proposed. In this thesis, the method based on neural network with learning property is different from the conventional approaches. Because that the problem input is the subsampled image only and the target output is unknown in the real-world application, it is difficult to decide the optimal sample set for neural network training. However, the projection model of image acquisition is proposed and applied to the generation of training samples with a window scanning in the input image. Thus, the image interpolation process can be viewed and models as an inversion of image acquisition. Based on this idea, our experimental results demonstrate that our proposed methods are proven to be useful and successful in solving this problem .
author2 Pei-Yung Hsiao Ja-Chen Lin
author_facet Pei-Yung Hsiao Ja-Chen Lin
Shu-Fang Hsu
許淑芳
author Shu-Fang Hsu
許淑芳
spellingShingle Shu-Fang Hsu
許淑芳
Image Resampling and Interpolation based on Fuzzy Neural Network with Mapping Windows
author_sort Shu-Fang Hsu
title Image Resampling and Interpolation based on Fuzzy Neural Network with Mapping Windows
title_short Image Resampling and Interpolation based on Fuzzy Neural Network with Mapping Windows
title_full Image Resampling and Interpolation based on Fuzzy Neural Network with Mapping Windows
title_fullStr Image Resampling and Interpolation based on Fuzzy Neural Network with Mapping Windows
title_full_unstemmed Image Resampling and Interpolation based on Fuzzy Neural Network with Mapping Windows
title_sort image resampling and interpolation based on fuzzy neural network with mapping windows
publishDate 1995
url http://ndltd.ncl.edu.tw/handle/33790745071683136335
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