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研究生: 李紹銘
Li, Shao-Ming
論文名稱: 基於影像金字塔以及區塊選擇的超解析度方法
Super-Resolution based on image pyramid and patch selection
指導教授: 張隆紋
口試委員: 杭學鳴
黃文良
學位類別: 碩士
Master
系所名稱: 電機資訊學院 - 資訊系統與應用研究所
Institute of Information Systems and Applications
論文出版年: 2014
畢業學年度: 103
語文別: 中文
論文頁數: 38
中文關鍵詞: 超解析度影像金字塔
外文關鍵詞: Super-Resolution, ImagePyramid
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  • 超解析度近來在影像處理領域已經是一個流行的研究主題,所謂的超解析度是從單張或多張低解析度的影像放大得到高解析度影像的一個過程,由於近來電子設備的演進,超解析度則是一個很重要的議題。
    在超解析度領域中,一個很著名的方法是利用自我相似以及影像金字塔的方式,也就是利用不同的影像大小中找出相似的影像區塊,利用這些影像區塊去合成較高解析度的影像。
    然 而 這 方 法 因 為 相 似 區 塊 的 不 足 跟 每 層 放 大 導 致 的 誤 差 (Error Propagation),導致在某些物件上產生不真實的形狀以及邊緣,為了克服這些問題,我們在這邊提出一個超解析度方法的架構,利用原有影像金字塔架構,額外用影像插補法產生另外一個金字塔架構,並且比較彼此區塊的相似度。我們希望藉由減少每一層的誤差,來讓更高層的影像結果更好。
    最後我們的實驗結果證明我們的方法可以達到更高的峰值訊噪比,除此之外也可以有效果的改善視覺品質。


    Super-resolution has been a popular research topic in the image processing area.
    It is a process of getting a high-resolution image from one or multiple low-resolution
    images. We focus on the super resolution method that produces a high resolution
    image from a single low resolution image, which is method with self-similarity image
    pyramid. In the algorithm, we can find the similar patch in the image pyramid to patch
    up the correspond patch to obtain a high resolution image.
    However, the method could result in unrealistic shape and edge on the certain
    object in the reconstructed image due to the insufficient patch and the error
    propagation. To overcome the problem, we use the framework of self-similarity image
    pyramid and compared with weighted interpolation method in each layer, and improve
    upper layers’ accuracy by reducing lower layers’ error.
    Our experimental results show that proposed method could reach higher PSNR
    value than some existing methods and improve visual quality in the reconstructed
    image.

    Chapter 1 Introduction……………………………………………….......6 Chapter 2 Related Works……………………………………......8 2.1 Self-Similarity Single-Image Super Resolution........8 2.1.1 Patch Redundancy……………….........................8 2.1.2 Super-Resolution by using image pyramid.................................9 2.1.3 The above method result………………………..............................12 2.2.1 The evolutionary game-theoretic approach for image interpolation…………………………………………………..14 2.2.2 The above method result………………………...............................18 2.3 The summary of above both methods………….............................19 Chapter 3 Proposed Method………………...…………………………………………….20 Chapter 4 Experimental Results...................................................28 Chapter 5 Conclusion……………………………………..………………………37 Reference...............................................38

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