A Geometry-Distortion Resistant Image Detection System Based on Log-Polar Transform and Scale Invariant Feature Transform

碩士 === 大同大學 === 資訊工程學系(所) === 98 === In many image detection systems, the detection results are superior to tamper distortion. However, the geometric distortions rearrange the feature positions, and this property often affects the results of feature comparison. In this thesis, the presented scheme a...

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Main Authors: Yu-wei Chen, 陳昱維
Other Authors: Shang-lin Hsieh
Format: Others
Language:en_US
Published: 2010
Online Access:http://ndltd.ncl.edu.tw/handle/38443904983925420897
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spelling ndltd-TW-098TTU053920402016-04-22T04:23:28Z http://ndltd.ncl.edu.tw/handle/38443904983925420897 A Geometry-Distortion Resistant Image Detection System Based on Log-Polar Transform and Scale Invariant Feature Transform 基於LPT與SIFT之抗幾何複製影像偵測機制 Yu-wei Chen 陳昱維 碩士 大同大學 資訊工程學系(所) 98 In many image detection systems, the detection results are superior to tamper distortion. However, the geometric distortions rearrange the feature positions, and this property often affects the results of feature comparison. In this thesis, the presented scheme aims at resisting the geometric distortions. The scheme contains the feature construction phase and the comparison phase. In the feature construction phase, the scheme extracts unique features from each protected image based on Log Polar Transform and Scale Invariant Feature Transform. In the comparison phase, the scheme extracts features from the suspect image to compare each protected image. Furthermore, this paper also focuses on similar image identification. There are two types of similar image that the scheme aims. The first type is that there are similar objects in two images. The second type is different view images. These two types of images are serious issue for feature comparison. Hence, this paper presents a scheme to solve this problem. Shang-lin Hsieh 謝尚琳 2010 學位論文 ; thesis 63 en_US
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description 碩士 === 大同大學 === 資訊工程學系(所) === 98 === In many image detection systems, the detection results are superior to tamper distortion. However, the geometric distortions rearrange the feature positions, and this property often affects the results of feature comparison. In this thesis, the presented scheme aims at resisting the geometric distortions. The scheme contains the feature construction phase and the comparison phase. In the feature construction phase, the scheme extracts unique features from each protected image based on Log Polar Transform and Scale Invariant Feature Transform. In the comparison phase, the scheme extracts features from the suspect image to compare each protected image. Furthermore, this paper also focuses on similar image identification. There are two types of similar image that the scheme aims. The first type is that there are similar objects in two images. The second type is different view images. These two types of images are serious issue for feature comparison. Hence, this paper presents a scheme to solve this problem.
author2 Shang-lin Hsieh
author_facet Shang-lin Hsieh
Yu-wei Chen
陳昱維
author Yu-wei Chen
陳昱維
spellingShingle Yu-wei Chen
陳昱維
A Geometry-Distortion Resistant Image Detection System Based on Log-Polar Transform and Scale Invariant Feature Transform
author_sort Yu-wei Chen
title A Geometry-Distortion Resistant Image Detection System Based on Log-Polar Transform and Scale Invariant Feature Transform
title_short A Geometry-Distortion Resistant Image Detection System Based on Log-Polar Transform and Scale Invariant Feature Transform
title_full A Geometry-Distortion Resistant Image Detection System Based on Log-Polar Transform and Scale Invariant Feature Transform
title_fullStr A Geometry-Distortion Resistant Image Detection System Based on Log-Polar Transform and Scale Invariant Feature Transform
title_full_unstemmed A Geometry-Distortion Resistant Image Detection System Based on Log-Polar Transform and Scale Invariant Feature Transform
title_sort geometry-distortion resistant image detection system based on log-polar transform and scale invariant feature transform
publishDate 2010
url http://ndltd.ncl.edu.tw/handle/38443904983925420897
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AT chényùwéi jīyúlptyǔsiftzhīkàngjǐhéfùzhìyǐngxiàngzhēncèjīzhì
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