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BNFO 236 Smith Waterman alignment

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Presentation on theme: "BNFO 236 Smith Waterman alignment"— Presentation transcript:

1 BNFO 236 Smith Waterman alignment
Usman Roshan

2 Local alignment Global alignment may not find local similarities
Modification of Needleman-Wunsch yields the Smith-Watermn algorithm for local alignment Useful in motif detection, database search, short read mapping

3 Local alignment Global alignment initialization:
Local alignment recurrence

4 Local alignment Global alignment recurrence:
Local alignment recurrence

5 Local alignment traceback
Let T(i,j) be the traceback matrices and m and n be length of input sequences. Global alignment traceback: Begin from T(m,n) and stop at T(0,0). Local alignment traceback: Find i*,j* such that T(i*,j*) is the maximum over all T(i,j). Begin traceback from T(i*,j*) and stop when T(i,j) <= 0.


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