The Algorithms And Applications for Mining Continuity and NonSequence 3-tuple Data
碩士 === 南台科技大學 === 資訊管理系 === 93 === When transation and documents transformed into electronic . It set to work accumulating a huge mass of data . Today, we had greatly advanced in the science and technology, so we can get knowledge by the tools of data mining. But, he tools are not enought.When the d...
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ndltd-TW-093STUT03960212016-11-22T04:12:13Z http://ndltd.ncl.edu.tw/handle/96098927428834857811 The Algorithms And Applications for Mining Continuity and NonSequence 3-tuple Data 連續事件及無序性三值組式關聯規則演算法與其應用 Shiau-wei Lin 林曉薇 碩士 南台科技大學 資訊管理系 93 When transation and documents transformed into electronic . It set to work accumulating a huge mass of data . Today, we had greatly advanced in the science and technology, so we can get knowledge by the tools of data mining. But, he tools are not enought.When the data are multiform. It difficult to find the tools of mining. In this paper, we propose a concept that how to use integrity data to find knowledge when the data is multiform. For xample, the Association of Navigation Path and purchases .We often use Navigation Path to find Freguence continuity or use purchases to find Large itemsets only.But it's difficult to keep integrity data to mining.Therefore, The information is monotonous. In this paper,we propose two algorithms to combine two kinds of data of continuity and nonSequence to find association.When the data is integrity, the information that we get is more copious and the accurate is higher. Our algorithms can't generate candidate and scan database repeatedly. Consequently it get the rule and inforation faster. We also explain the characteristic of each algorithm .And at last we compare the execute time and memory cost. The algorithm is wide to put in use. We describe some living example and application to verify it's practical. Jen-Peng Huang 黃仁鵬 2005 學位論文 ; thesis 77 zh-TW |
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碩士 === 南台科技大學 === 資訊管理系 === 93 === When transation and documents transformed into electronic . It set to work accumulating a huge mass of data . Today, we had greatly advanced in the science and technology, so we can get knowledge by the tools of data mining. But, he tools are not enought.When the data are multiform. It difficult to find the tools of mining.
In this paper, we propose a concept that how to use integrity data to find knowledge when the data is multiform. For xample, the Association of Navigation Path and purchases .We often use Navigation Path to find Freguence continuity or use purchases to find Large itemsets only.But it's difficult to keep integrity data to mining.Therefore, The information is monotonous.
In this paper,we propose two algorithms to combine two kinds of data of continuity and nonSequence to find association.When the data is integrity, the information that we get is more copious and the accurate is higher.
Our algorithms can't generate candidate and scan database repeatedly. Consequently it get the rule and inforation faster. We also explain the characteristic of each algorithm .And at last we compare the execute time and memory cost.
The algorithm is wide to put in use. We describe some living example and application to verify it's practical.
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author2 |
Jen-Peng Huang |
author_facet |
Jen-Peng Huang Shiau-wei Lin 林曉薇 |
author |
Shiau-wei Lin 林曉薇 |
spellingShingle |
Shiau-wei Lin 林曉薇 The Algorithms And Applications for Mining Continuity and NonSequence 3-tuple Data |
author_sort |
Shiau-wei Lin |
title |
The Algorithms And Applications for Mining Continuity and NonSequence 3-tuple Data |
title_short |
The Algorithms And Applications for Mining Continuity and NonSequence 3-tuple Data |
title_full |
The Algorithms And Applications for Mining Continuity and NonSequence 3-tuple Data |
title_fullStr |
The Algorithms And Applications for Mining Continuity and NonSequence 3-tuple Data |
title_full_unstemmed |
The Algorithms And Applications for Mining Continuity and NonSequence 3-tuple Data |
title_sort |
algorithms and applications for mining continuity and nonsequence 3-tuple data |
publishDate |
2005 |
url |
http://ndltd.ncl.edu.tw/handle/96098927428834857811 |
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