Employing Multiple Kernel Support Vector Machines for Counterfeit Banknote Recognition

碩士 === 國立中山大學 === 電機工程學系研究所 === 96 === Finding an efficient method to detect counterfeit banknotes is imperative. In this study, we propose multiple kernel weighted support vector machine for counterfeit banknote recognition. A variation of SVM in optimizing false alarm rate, called FARSVM, is propo...

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Main Authors: Wen-pin Su, 蘇文彬
Other Authors: Shie-Jue Lee
Format: Others
Language:zh-TW
Published: 2008
Online Access:http://ndltd.ncl.edu.tw/handle/34ghc4
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spelling ndltd-TW-096NSYS54420952018-05-20T04:35:25Z http://ndltd.ncl.edu.tw/handle/34ghc4 Employing Multiple Kernel Support Vector Machines for Counterfeit Banknote Recognition 應用多核心支援向量機於偽鈔辨識 Wen-pin Su 蘇文彬 碩士 國立中山大學 電機工程學系研究所 96 Finding an efficient method to detect counterfeit banknotes is imperative. In this study, we propose multiple kernel weighted support vector machine for counterfeit banknote recognition. A variation of SVM in optimizing false alarm rate, called FARSVM, is proposed which provide minimized false negative rate and false positive rate. Each banknote is divided into m × n partitions, and each partition comes with its own kernels. The optimal weight with each kernel matrix in the combination is obtained through the semidefinite programming (SDP) learning method. The amount of time and space required by the original SDP is very demanding. We focus on this framework and adopt two strategies to reduce the time and space requirements. The first strategy is to assume the non-negativity of kernel weights, and the second strategy is to set the sum of weights equal to 1. Experimental results show that regions with zero kernel weights are easy to imitate with today’s digital imaging technology, and regions with nonzero kernel weights are difficult to imitate. In addition, these results show that the proposed approach outperforms single kernel SVM and standard SVM with SDP on Taiwanese banknotes. Shie-Jue Lee 李錫智 2008 學位論文 ; thesis 64 zh-TW
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description 碩士 === 國立中山大學 === 電機工程學系研究所 === 96 === Finding an efficient method to detect counterfeit banknotes is imperative. In this study, we propose multiple kernel weighted support vector machine for counterfeit banknote recognition. A variation of SVM in optimizing false alarm rate, called FARSVM, is proposed which provide minimized false negative rate and false positive rate. Each banknote is divided into m × n partitions, and each partition comes with its own kernels. The optimal weight with each kernel matrix in the combination is obtained through the semidefinite programming (SDP) learning method. The amount of time and space required by the original SDP is very demanding. We focus on this framework and adopt two strategies to reduce the time and space requirements. The first strategy is to assume the non-negativity of kernel weights, and the second strategy is to set the sum of weights equal to 1. Experimental results show that regions with zero kernel weights are easy to imitate with today’s digital imaging technology, and regions with nonzero kernel weights are difficult to imitate. In addition, these results show that the proposed approach outperforms single kernel SVM and standard SVM with SDP on Taiwanese banknotes.
author2 Shie-Jue Lee
author_facet Shie-Jue Lee
Wen-pin Su
蘇文彬
author Wen-pin Su
蘇文彬
spellingShingle Wen-pin Su
蘇文彬
Employing Multiple Kernel Support Vector Machines for Counterfeit Banknote Recognition
author_sort Wen-pin Su
title Employing Multiple Kernel Support Vector Machines for Counterfeit Banknote Recognition
title_short Employing Multiple Kernel Support Vector Machines for Counterfeit Banknote Recognition
title_full Employing Multiple Kernel Support Vector Machines for Counterfeit Banknote Recognition
title_fullStr Employing Multiple Kernel Support Vector Machines for Counterfeit Banknote Recognition
title_full_unstemmed Employing Multiple Kernel Support Vector Machines for Counterfeit Banknote Recognition
title_sort employing multiple kernel support vector machines for counterfeit banknote recognition
publishDate 2008
url http://ndltd.ncl.edu.tw/handle/34ghc4
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