Sequence Alignments (`skbio.alignment`)#

This module provides functionality for computing and manipulating sequence alignments. DNA, RNA, and protein sequences can be aligned, as well as sequences with custom alphabets.

Alignment structure#

TabularMSA(sequences[, metadata, ...])

Store a multiple sequence alignment in tabular (row/column) form.

Alignment algorithms#

Optimized (i.e., production-ready) algorithms

`StripedSmithWaterman`	Performs a striped (banded) Smith Waterman Alignment.
`AlignmentStructure`	Wraps the result of an alignment c struct so it is accessible to Python
`local_pairwise_align_ssw`(sequence1, ...)	Align query and target sequences with Striped Smith-Waterman.

Slow (i.e., educational-purposes only) algorithms

`global_pairwise_align_nucleotide`(seq1, seq2)	Globally align nucleotide seqs or alignments with Needleman-Wunsch.
`global_pairwise_align_protein`(seq1, seq2[, ...])	Globally align pair of protein seqs or alignments with Needleman-Wunsch.
`global_pairwise_align`(seq1, seq2, ...[, ...])	Globally align a pair of seqs or alignments with Needleman-Wunsch.
`local_pairwise_align_nucleotide`(seq1, seq2)	Locally align exactly two nucleotide seqs with Smith-Waterman.
`local_pairwise_align_protein`(seq1, seq2[, ...])	Locally align exactly two protein seqs with Smith-Waterman.
`local_pairwise_align`(seq1, seq2, ...)	Locally align exactly two seqs with Smith-Waterman.

Deprecated functionality#

make_identity_substitution_matrix(...[, ...])

Generate substitution matrix where all matches are scored equally.

Tutorial#

Alignment data structure#

Load two DNA sequences that have been previously aligned into a TabularMSA object, using sequence IDs as the MSA’s index:

>>> from skbio import TabularMSA, DNA
>>> seqs = [DNA("ACC--G-GGTA..", metadata={'id': "seq1"}),
...         DNA("TCC--G-GGCA..", metadata={'id': "seq2"})]
>>> msa = TabularMSA(seqs, minter='id')
>>> msa
TabularMSA[DNA]
----------------------
Stats:
    sequence count: 2
    position count: 13
----------------------
ACC--G-GGTA..
TCC--G-GGCA..
>>> msa.index
Index(['seq1', 'seq2'], dtype='object')

Using the optimized alignment algorithm#

Using the convenient local_pairwise_align_ssw function:

>>> from skbio.alignment import local_pairwise_align_ssw
>>> alignment, score, start_end_positions = local_pairwise_align_ssw(
...     DNA("ACTAAGGCTCTCTACCCCTCTCAGAGA"),
...     DNA("ACTAAGGCTCCTAACCCCCTTTTCTCAGA")
... )
>>> alignment
TabularMSA[DNA]
------------------------------
Stats:
    sequence count: 2
    position count: 30
------------------------------
ACTAAGGCTCTCT-ACCCC----TCTCAGA
ACTAAGGCTC-CTAACCCCCTTTTCTCAGA
>>> score
27
>>> start_end_positions
[(0, 24), (0, 28)]

Using the StripedSmithWaterman object:

>>> from skbio.alignment import StripedSmithWaterman
>>> query = StripedSmithWaterman("ACTAAGGCTCTCTACCCCTCTCAGAGA")
>>> alignment = query("AAAAAACTCTCTAAACTCACTAAGGCTCTCTACCCCTCTTCAGAGAAGTCGA")
>>> print(alignment)
ACTAAGGCTC...
ACTAAGGCTC...
Score: 49
Length: 28

Using the StripedSmithWaterman object for multiple targets in an efficient way and finding the aligned sequence representations:

>>> from skbio.alignment import StripedSmithWaterman
>>> alignments = []
>>> target_sequences = [
...     "GCTAACTAGGCTCCCTTCTACCCCTCTCAGAGA",
...     "GCCCAGTAGCTTCCCAATATGAGAGCATCAATTGTAGATCGGGCC",
...     "TCTATAAGATTCCGCATGCGTTACTTATAAGATGTCTCAACGG",
...     "TAGAGATTAATTGCCACTGCCAAAATTCTG"
... ]
>>> query_sequence = "ACTAAGGCTCTCTACCCCTCTCAGAGA"
>>> query = StripedSmithWaterman(query_sequence)
>>> for target_sequence in target_sequences:
...     alignment = query(target_sequence)
...     alignments.append(alignment)
...
>>> print(alignments[0])
ACTAAGGCTC...
ACT-AGGCTC...
Score: 38
Length: 30
>>> print(alignments[0].aligned_query_sequence)
ACTAAGGCTC---TCTACCCCTCTCAGAGA
>>> print(alignments[0].aligned_target_sequence)
ACT-AGGCTCCCTTCTACCCCTCTCAGAGA

Using the slow alignment algorithm#

scikit-bio also provides pure-Python implementations of Smith-Waterman and Needleman-Wunsch alignment. These are much slower than the methods described above, but serve as useful educational examples as they’re simpler to experiment with. Functions are provided for local and global alignment of protein and nucleotide sequences. The global* and local* functions differ in the underlying algorithm that is applied (global* uses Needleman- Wunsch while local* uses Smith-Waterman), and *protein and *nucleotide differ in their default scoring of matches, mismatches, and gaps.

Here we locally align a pair of protein sequences using gap open penalty of 11 and a gap extend penalty of 1 (in other words, it is much more costly to open a new gap than extend an existing one).

>>> from skbio import Protein
>>> from skbio.alignment import local_pairwise_align_protein
>>> s1 = Protein("HEAGAWGHEE")
>>> s2 = Protein("PAWHEAE")
>>> alignment, score, start_end_positions = local_pairwise_align_protein(
...     s1, s2, 11, 1)

This returns an skbio.TabularMSA object, the alignment score, and start/end positions of each aligned sequence:

>>> alignment
TabularMSA[Protein]
---------------------
Stats:
    sequence count: 2
    position count: 5
---------------------
AWGHE
AW-HE
>>> score
25.0
>>> start_end_positions
[(4, 8), (1, 4)]

Similarly, we can perform global alignment of nucleotide sequences:

>>> from skbio import DNA
>>> from skbio.alignment import global_pairwise_align_nucleotide
>>> s1 = DNA("GCGTGCCTAAGGTATGCAAG")
>>> s2 = DNA("ACGTGCCTAGGTACGCAAG")
>>> alignment, score, start_end_positions = global_pairwise_align_nucleotide(
...     s1, s2)
>>> alignment
TabularMSA[DNA]
----------------------
Stats:
    sequence count: 2
    position count: 20
----------------------
GCGTGCCTAAGGTATGCAAG
ACGTGCCTA-GGTACGCAAG

Sequence Alignments (skbio.alignment)#