Budgeted Algorithm for Linearized Confidence-Weighted Learning
碩士 === 國立交通大學 === 數據科學與工程研究所 === 107 === This paper presents a novel algorithm for performing linearized confidence-weighted (LCW) learning on a fixed budget. LCW learning has been applied to solve online classification problems in recent years. To make better classification performance, it is commo...
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ndltd-TW-107NCTU57870062019-11-26T05:16:54Z http://ndltd.ncl.edu.tw/handle/wenc39 Budgeted Algorithm for Linearized Confidence-Weighted Learning 有預算限制下的信心權重演算法 Lin, Yu-Shiou 林煜修 碩士 國立交通大學 數據科學與工程研究所 107 This paper presents a novel algorithm for performing linearized confidence-weighted (LCW) learning on a fixed budget. LCW learning has been applied to solve online classification problems in recent years. To make better classification performance, it is common to combine with kernel functions through the kernel trick. However, the trick makes the LCW learning vulnerable to the curse of kernelization that causes unlimited growth in memory usage and run-time. To address this issue, we first re-interpret the LCW learning by using a resource perspective deeming every instance as a potential resource to exploit. Based on the perspective, we then propose a budgeted algorithm that approximates the LCW learning under a finite constraint on the number of available resources. The proposed algorithm enjoys finite complexities of time and space and thus is able to break the curse. Experiments on several open datasets show that the proposed algorithm approximates the LCW learning well and is competitive to state-of-the-art budgeted algorithms. Lu, Horng-Shing 盧鴻興 2019 學位論文 ; thesis 41 en_US |
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碩士 === 國立交通大學 === 數據科學與工程研究所 === 107 === This paper presents a novel algorithm for performing linearized confidence-weighted (LCW) learning on a fixed budget. LCW learning has been applied to solve online classification problems in recent years. To make better classification performance, it is common to combine with kernel functions through the kernel trick. However, the trick makes the LCW learning vulnerable to the curse of kernelization that causes unlimited growth in memory usage and run-time. To address this issue, we first re-interpret the LCW learning by using a resource perspective deeming every instance as a potential resource to exploit. Based on the perspective, we then propose a budgeted algorithm that approximates the LCW learning under a finite constraint on the number of available resources. The proposed algorithm enjoys finite complexities of time and space and thus is able to break the curse. Experiments on several open datasets show that the proposed algorithm approximates the LCW learning well and is competitive to state-of-the-art budgeted algorithms.
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author2 |
Lu, Horng-Shing |
author_facet |
Lu, Horng-Shing Lin, Yu-Shiou 林煜修 |
author |
Lin, Yu-Shiou 林煜修 |
spellingShingle |
Lin, Yu-Shiou 林煜修 Budgeted Algorithm for Linearized Confidence-Weighted Learning |
author_sort |
Lin, Yu-Shiou |
title |
Budgeted Algorithm for Linearized Confidence-Weighted Learning |
title_short |
Budgeted Algorithm for Linearized Confidence-Weighted Learning |
title_full |
Budgeted Algorithm for Linearized Confidence-Weighted Learning |
title_fullStr |
Budgeted Algorithm for Linearized Confidence-Weighted Learning |
title_full_unstemmed |
Budgeted Algorithm for Linearized Confidence-Weighted Learning |
title_sort |
budgeted algorithm for linearized confidence-weighted learning |
publishDate |
2019 |
url |
http://ndltd.ncl.edu.tw/handle/wenc39 |
work_keys_str_mv |
AT linyushiou budgetedalgorithmforlinearizedconfidenceweightedlearning AT línyùxiū budgetedalgorithmforlinearizedconfidenceweightedlearning AT linyushiou yǒuyùsuànxiànzhìxiàdexìnxīnquánzhòngyǎnsuànfǎ AT línyùxiū yǒuyùsuànxiànzhìxiàdexìnxīnquánzhòngyǎnsuànfǎ |
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