Block Alignment: An Approach for Multiple Sequence Alignment Containing Clusters
碩士 === 國立暨南國際大學 === 資訊工程學系 === 92 === Multiple sequence alignment is a fundamental problem in computational molecular biology. It has been known as an NP-hard problem. To find its optimal solution will take a lot of time. For a reasonable wait and an acceptable solution, we have progressive metho...
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ndltd-TW-092NCNU03920152016-06-17T04:16:59Z http://ndltd.ncl.edu.tw/handle/19616460760964410139 Block Alignment: An Approach for Multiple Sequence Alignment Containing Clusters 群聚多重序列排對的解決:區塊排對 Bo Weng Xiao èåæ 碩士 國立暨南國際大學 資訊工程學系 92 Multiple sequence alignment is a fundamental problem in computational molecular biology. It has been known as an NP-hard problem. To find its optimal solution will take a lot of time. For a reasonable wait and an acceptable solution, we have progressive methods. These methods perform pairwise alignment, and then combine them in to a multiple sequence alignment. In this thesis, we focus on multiple sequence alignment containing clusters. We try to take another view point to deal with sequence alignment. We use a matrix to present a sequence. Every sequence will be represented as a matrix. After two sequences (matrices) are aligned, the result of the alignment will again be represented by a matrix and then the original two sequences (matrices) will be discarded. That is, the result of aligning a set of sequences will always be considered as a block and represented by a matrix. This is thus different from the old ways in which only two sequences are aligned, not a group of aligned sequences and another group of aligned sequences. In this thesis, we will show some experimental results to test our proposed method. Block alignment outperforms those progressive methods for sequences containing clusters. Professor R. C. T. Lee 李家同 2004 學位論文 ; thesis 51 en_US |
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碩士 === 國立暨南國際大學 === 資訊工程學系 === 92 === Multiple sequence alignment is a fundamental problem in computational molecular biology. It has been known as an NP-hard problem. To find its optimal solution will take a lot of time. For a reasonable wait and an acceptable solution, we have progressive methods. These methods perform pairwise alignment, and then combine them in to a multiple sequence alignment.
In this thesis, we focus on multiple sequence alignment containing clusters. We try to take another view point to deal with sequence alignment. We use a matrix to present a sequence. Every sequence will be represented as a matrix. After two sequences (matrices) are aligned, the result of the alignment will again be represented by a matrix and then the original two sequences (matrices) will be discarded. That is, the result of aligning a set of sequences will always be considered as a block and represented by a matrix. This is thus different from the old ways in which only two sequences are aligned, not a group of aligned sequences and another group of aligned sequences.
In this thesis, we will show some experimental results to test our proposed method. Block alignment outperforms those progressive methods for sequences containing clusters.
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Professor R. C. T. Lee |
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Professor R. C. T. Lee Bo Weng Xiao èåæ |
author |
Bo Weng Xiao èåæ |
spellingShingle |
Bo Weng Xiao èåæ Block Alignment: An Approach for Multiple Sequence Alignment Containing Clusters |
author_sort |
Bo Weng Xiao |
title |
Block Alignment: An Approach for Multiple Sequence Alignment Containing Clusters |
title_short |
Block Alignment: An Approach for Multiple Sequence Alignment Containing Clusters |
title_full |
Block Alignment: An Approach for Multiple Sequence Alignment Containing Clusters |
title_fullStr |
Block Alignment: An Approach for Multiple Sequence Alignment Containing Clusters |
title_full_unstemmed |
Block Alignment: An Approach for Multiple Sequence Alignment Containing Clusters |
title_sort |
block alignment: an approach for multiple sequence alignment containing clusters |
publishDate |
2004 |
url |
http://ndltd.ncl.edu.tw/handle/19616460760964410139 |
work_keys_str_mv |
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