Z Zhang1, P Berman, T Wiehe, W Miller. 1. Department of Computer Science and Engineering, Pennsylvania State University, University Park 16802, USA.
Abstract
MOTIVATION: The local alignment problem for two sequences requires determining similar regions, one from each sequence, and aligning those regions. For alignments computed by dynamic programming, current approaches for selecting similar regions may have potential flaws. For instance, the criterion of Smith and Waterman can lead to inclusion of an arbitrarily poor internal segment. Other approaches can generate an alignment scoring less than some of its internal segments. RESULTS: We develop an algorithm that decomposes a long alignment into sub-alignments that avoid these potential imperfections. Our algorithm runs in time proportional to the original alignment's length. Practical applications to alignments of genomic DNA sequences are described.
MOTIVATION: The local alignment problem for two sequences requires determining similar regions, one from each sequence, and aligning those regions. For alignments computed by dynamic programming, current approaches for selecting similar regions may have potential flaws. For instance, the criterion of Smith and Waterman can lead to inclusion of an arbitrarily poor internal segment. Other approaches can generate an alignment scoring less than some of its internal segments. RESULTS: We develop an algorithm that decomposes a long alignment into sub-alignments that avoid these potential imperfections. Our algorithm runs in time proportional to the original alignment's length. Practical applications to alignments of genomic DNA sequences are described.
Authors: Yifeng David Yang; Preston Spratt; Hao Chen; Changsoon Park; Daisuke Kihara Journal: Protein Eng Des Sel Date: 2010-06-04 Impact factor: 1.650
Authors: Scott Schwartz; W James Kent; Arian Smit; Zheng Zhang; Robert Baertsch; Ross C Hardison; David Haussler; Webb Miller Journal: Genome Res Date: 2003-01 Impact factor: 9.043