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alefuncs.py.orig
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alefuncs.py.orig
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### author: [email protected]
### version: 2017_08
### licence: MIT
### requires Python >= 3.6 and numpy
from Bio import pairwise2, Entrez, SeqIO
from Bio.SubsMat import MatrixInfo as matlist
from Bio.Blast.Applications import NcbiblastnCommandline
from Bio.Blast import NCBIXML
from urllib.request import urlopen
from urllib.parse import urlparse
from subprocess import call, check_output
from pyensembl import EnsemblRelease
from bs4 import BeautifulSoup
from collections import OrderedDict
from operator import itemgetter
from itertools import islice
from threading import Thread
import numpy as np
import pandas
import regex
import re
import datetime, math, sys, hashlib, pickle, time, random, string, json, glob
import httplib2 as http
from urllib.request import urlopen
from pyliftover import LiftOver
<<<<<<< HEAD
def get_prime(n):
for num in range(2,n,2):
if all(num%i != 0 for i in range(2,int(math.sqrt(num))+1)):
yield num
def loop_zip(strA, strB):
assert len(strA) >= len(strB)
s = ''
n = 0
for l in strA:
try:
s += strB[n]
except IndexError:
n = 0
s += strB[n]
n += 1
return zip(list(strA),list(s))
def encrypt(msg, pwd):
return [(string_to_number(a)+string_to_number(b)) for a,b in loop_zip(msg, pwd)]
def decrypt(encr, pwd):
return ''.join([number_to_string((a-string_to_number(b))) for a,b in loop_zip(encr, pwd)])
=======
def occur(string, sub):
'''
Counts the occurrences of a sequence in a string considering overlaps.
Example:
>> s = 'ACTGGGACGGGGGG'
>> s.count('GGG')
3
>> occur(s,'GGG')
5
'''
count = start = 0
while True:
start = string.find(sub, start) + 1
if start > 0:
count+=1
else:
return count
>>>>>>> 25shmeckles/master
def convert_mw(mw, to='g'):
'''(int_or_float, str) => float
Converts molecular weights (in dalton) to g, mg, ug, ng, pg.
Example:
>> diploid_human_genome_mw = 6_469.66e6 * 660 #lenght * average weight of nucleotide
>> convert_mw(diploid_human_genome_mw, to="ng")
0.0070904661368191195
'''
if to == 'g':
return mw * 1.6605402e-24
if to == 'mg':
return mw * 1.6605402e-21
if to == 'ug':
return mw * 1.6605402e-18
if to == 'ng':
return mw * 1.6605402e-15
if to == 'pg':
return mw * 1.6605402e-12
raise ValueError(f"'to' must be one of ['g','mg','ug','ng','pg'] but '{to}' was passed instead.")
def snp237(snp_number):
'''int => list
Return the genomic position of a SNP on the GCRh37 reference genome.
'''
query = f'https://www.snpedia.com/index.php/Rs{snp_number}'
html = urlopen(query).read().decode("utf-8")
for line in html.split('\n'):
if line.startswith('<tr><td width="90">Reference</td>'):
reference = line.split('"')[-2]
elif line.startswith('<tr><td width="90">Chromosome</td>'):
chromosome = line.split('<td>')[1].split('<')[0]
elif line.startswith('<tr><td width="90">Position</td>'):
position = int(line.split('<td>')[1].split('<')[0])
break
if 'GRCh38' in reference:
lo = LiftOver('hg38', 'hg19')
return lo.convert_coordinate(f'chr{chromosome}', position)[0][:2]
else:
return f'chr{chromosome}', position
def is_prime(n):
'''Return True if n is a prime number'''
if n == 1:
return False #1 is not prime
#if it's even and not 2, then it's not prime
if n == 2:
return True
if n > 2 and n % 2 == 0:
return False
max_divisor = math.floor(math.sqrt(n))
for d in range(3, 1 + max_divisor, 2):
if n % d == 0:
return False
return True
def flatmap(f, items):
return chain.from_iterable(imap(f, items))
def parse_fasta(fasta_file):
'''file_path => dict
Return a dict of id:sequences.
'''
d = {}
_id = False
seq = ''
with open(fasta_file,'r') as f:
for line in f:
if line.startswith('\n'):
continue
if line.startswith('>'):
if not _id:
_id = line[1:].strip()
elif _id and seq:
d.update({_id:seq})
_id = line[1:].strip()
seq = ''
else:
seq += line.strip()
d.update({_id:seq})
return d
def get_fasta_stats(fasta_file):
'''file_path => dict
Return lenght and base counts of each seuqence found in the fasta file.
'''
d = {}
_id = False
seq = ''
with open(fasta_file,'r') as f:
for line in f:
if line.startswith('\n'):
continue
if line.startswith('>'):
if not _id:
_id = line[1:].strip()
elif _id and seq:
d.update({_id:seq})
_id = line[1:].strip()
seq = ''
else:
seq += line.strip().upper()
d.update({_id:{'length':len(seq),
'A':seq.count('A'),
'T':seq.count('T'),
'C':seq.count('C'),
'G':seq.count('G'),
'N':seq.count('N')}
})
return d
def quick_align(reference, sample, matrix=matlist.blosum62, gap_open=-10, gap_extend=-0.5):
'''
Return a binary score matrix for a pairwise alignment.
'''
alns = pairwise2.align.globalds(reference, sample, matrix, gap_open, gap_extend)
top_aln = alns[0]
aln_reference, aln_sample, score, begin, end = top_aln
score = []
for i, base in enumerate(aln_reference):
if aln_sample[i] == base:
score.append(1)
else:
score.append(0)
return score
def vp(var_name,var_dict=globals(),sep=' : '):
'''(str, dict) => print
Variable Print, a fast way to print out a variable's value.
>>> scale = 0.35
>>> mass = '71 Kg'
>>> vp('scale')
scale : 0.35
>>> vp('mass',sep='=')
mass=71 Kg
'''
try:
print(f'{varName}{sep}{g[varName]}')
except:
print(f'{varName} not found!')
def view_matrix(arrays):
'''list_of_arrays => print
Print out the array, row by row.
'''
for a in arrays:
print(a)
print('=========')
for n,r in enumerate(arrays):
print(n,len(r))
print(f'row:{len(arrays)}\ncol:{len(r)}')
def fill_matrix(arrays,z=0):
'''(list_of_arrays, any) => None
Add z to fill-in any array shorter than m=max([len(a) for a in arrays]).
'''
m = max([len(a) for a in arrays])
for i,a in enumerate(arrays):
if len(a) != m:
arrays[i] = np.append(a, [z for n in range(m-len(a))])
def get_size(obj_0):
'''obj => int
Recursively iterate to sum size of object & members (in bytes).
Adapted from http://stackoverflow.com/questions/449560/how-do-i-determine-the-size-of-an-object-in-python
'''
def inner(obj, _seen_ids = set()):
obj_id = id(obj)
if obj_id in _seen_ids:
return 0
_seen_ids.add(obj_id)
size = sys.getsizeof(obj)
if isinstance(obj, zero_depth_bases):
pass # bypass remaining control flow and return
elif isinstance(obj, (tuple, list, Set, deque)):
size += sum(inner(i) for i in obj)
elif isinstance(obj, Mapping) or hasattr(obj, iteritems):
size += sum(inner(k) + inner(v) for k, v in getattr(obj, iteritems)())
# Check for custom object instances - may subclass above too
if hasattr(obj, '__dict__'):
size += inner(vars(obj))
if hasattr(obj, '__slots__'): # can have __slots__ with __dict__
size += sum(inner(getattr(obj, s)) for s in obj.__slots__ if hasattr(obj, s))
return size
return inner(obj_0)
def total_size(o, handlers={}, verbose=False):
'''(object, dict, bool) => print
Returns the approximate memory footprint an object and all of its contents.
Automatically finds the contents of the following builtin containers and
their subclasses: tuple, list, deque, dict, set and frozenset.
To search other containers, add handlers to iterate over their contents:
handlers = {SomeContainerClass: iter,
OtherContainerClass: OtherContainerClass.get_elements}
>>> d = dict(a=1, b=2, c=3, d=[4,5,6,7], e='a string of chars')
>>> print(total_size(d, verbose=True))
796
280 <type 'dict'> {'a': 1, 'c': 3, 'b': 2, 'e': 'a string of chars', 'd': [4, 5, 6, 7]}
38 <type 'str'> 'a'
24 <type 'int'> 1
38 <type 'str'> 'c'
24 <type 'int'> 3
38 <type 'str'> 'b'
24 <type 'int'> 2
38 <type 'str'> 'e'
54 <type 'str'> 'a string of chars'
38 <type 'str'> 'd'
104 <type 'list'> [4, 5, 6, 7]
24 <type 'int'> 4
24 <type 'int'> 5
24 <type 'int'> 6
24 <type 'int'> 7
'''
dict_handler = lambda d: chain.from_iterable(d.items())
all_handlers = {tuple: iter,
list: iter,
deque: iter,
dict: dict_handler,
set: iter,
frozenset: iter,
}
all_handlers.update(handlers) # user handlers take precedence
seen = set() # track which object id's have already been seen
default_size = sys.getsizeof(0) # estimate sizeof object without __sizeof__
def sizeof(o):
if id(o) in seen: # do not double count the same object
return 0
seen.add(id(o))
s = sys.getsizeof(o, default_size)
if verbose:
print(s,type(o),repr(o))
for typ, handler in all_handlers.items():
if isinstance(o, typ):
s += sum(map(sizeof, handler(o)))
break
return s
return sizeof(o)
def center(pattern):
'''np.array => np.array
Return the centered pattern,
which is given by [(value - mean) for value in pattern]
>>> array = np.array([681.7, 682.489, 681.31, 682.001, 682.001, 682.499, 682.001])
>>> center(array)
array([-0.30014286, 0.48885714, -0.69014286, 0.00085714, 0.00085714, 0.49885714, 0.00085714])
'''
#mean = pattern.mean()
#return np.array([(value - mean) for value in pattern])
return (pattern - np.mean(pattern))
def rescale(pattern):
'''np.array => np.array
Rescale each point of the array to be a float between 0 and 1.
>>> a = np.array([1,2,3,4,5,6,5,4,3,2,1])
>>> rescale(a)
array([ 0. , 0.2, 0.4, 0.6, 0.8, 1. , 0.8, 0.6, 0.4, 0.2, 0. ])
'''
#_max = pattern.max()
#_min = pattern.min()
#return np.array([(value - _min)/(_max - _min) for value in pattern])
return (pattern - pattern.min()) / (pattern.max()-pattern.min())
def standardize(pattern):
'''np.array => np.array
Return a standard pattern.
>>> a = np.array([1,2,3,4,5,6,5,4,3,2,1])
>>> standardize(a)
array([-1.41990459, -0.79514657, -0.17038855, 0.45436947, 1.07912749,
1.7038855 , 1.07912749, 0.45436947, -0.17038855, -0.79514657,
-1.41990459])
'''
#mean = pattern.mean()
#std = pattern.std()
#return np.array([(value - mean)/std for value in pattern])
return (pattern - np.mean(pattern)) / np.std(pattern)
def normalize(pattern):
'''np.array => np.array
Return a normalized pattern using np.linalg.norm().
>>> a = np.array([1,2,3,4,5,6,5,4,3,2,1])
>>> normalize(a)
'''
return pattern / np.linalg.norm(pattern)
def gen_patterns(data, length, ptype='all'):
'''(array, int) => dict
Generate all possible patterns of a given legth
by manipulating consecutive slices of data.
Return a dict of patterns dividad by pattern_type.
>>> data = [1,2,3,4,5,4,3,2,1]
>>> gen_patterns(data,len(data))
{'center': {0: array([-1.77777778, -0.77777778, 0.22222222, 1.22222222, 2.22222222, 1.22222222, 0.22222222, -0.77777778, -1.77777778])},
'norm': {0: array([ 0.10846523, 0.21693046, 0.32539569, 0.43386092, 0.54232614, 0.43386092, 0.32539569, 0.21693046, 0.10846523])},
'scale': {0: array([ 0. , 0.25, 0.5 , 0.75, 1. , 0.75, 0.5 , 0.25, 0. ])},
'std': {0: array([-1.35224681, -0.59160798, 0.16903085, 0.92966968, 1.69030851, 0.92966968, 0.16903085, -0.59160798, -1.35224681])}}
>>> gen_patterns(data,3)
{'center': {0: array([-1., 0., 1.]),
1: array([-1., 0., 1.]),
2: array([-1., 0., 1.])},
'norm': {0: array([ 0.26726124, 0.53452248, 0.80178373]),
1: array([ 0.37139068, 0.55708601, 0.74278135]),
2: array([ 0.42426407, 0.56568542, 0.70710678])},
'scale': {0: array([ 0. , 0.5, 1. ]),
1: array([ 0. , 0.5, 1. ]),
2: array([ 0. , 0.5, 1. ])},
'std': {0: array([-1.22474487, 0. , 1.22474487]),
1: array([-1.22474487, 0. , 1.22474487]),
2: array([-1.22474487, 0. , 1.22474487])}}
'''
results = {}
ptypes = ['std','norm','scale','center']
if ptype == 'all': #to do: select specific ptypes
for t in ptypes:
results.update({t:{}})
for n in range(length):
if n+length > len(data):
break
raw = np.array(data[n:n+length])
partial = {'std' :standardize(raw),
'norm' :normalize(raw),
'scale' :rescale(raw),
'center':center(raw)}
for t in ptypes:
results[t].update({n:partial[t]})
return results
def delta_percent(a, b, warnings=False):
'''(float, float) => float
Return the difference in percentage between a nd b.
If the result is 0.0 return 1e-09 instead.
>>> delta_percent(20,22)
10.0
>>> delta_percent(2,20)
900.0
>>> delta_percent(1,1)
1e-09
>>> delta_percent(10,9)
-10.0
'''
#np.seterr(divide='ignore', invalid='ignore')
try:
x = ((float(b)-a) / abs(a))*100
if x == 0.0:
return 0.000000001 #avoid -inf
else:
return x
except Exception as e:
if warnings:
print(f'Exception raised by delta_percent(): {e}')
return 0.000000001 #avoid -inf
def is_similar(array1,array2,t=0.1):
'''(array, array, float) => bool
Return True if all the points of two arrays are no more than t apart.
'''
if len(array1) != len(array2):
return False
for i,n in enumerate(array1):
if abs(n-array2[i]) <= t:
pass
else:
return False
return True
def cluster_patterns(pattern_list,t):
''' ([array, array, ...], float) => dict
Return a dict having as keys the idx of patterns in pattern_list
and as values the idx of the similar patterns.
"t" is the inverse of a similarity threshold,
i.e. the max discrepancy between the value of array1[i] and array2[i].
If no simalar patterns are found,value is assigned to an empty list.
>>> a = [1,2,3,4,5,6,5,4,3,2,1]
>>> a1 = [n+1 for n in a]
>>> a2 = [n+5 for n in a]
>>> a3 = [n+6 for n in a]
>>> patterns = [a,a1,a2,a3]
>>> cluster_patterns(patterns,t=2)
{0: [1], 1: [0], 2: [3], 3: [2]}
>>> cluster_patterns(patterns,t=5)
{0: [1, 2], 1: [0, 2, 3], 2: [0, 1, 3], 3: [1, 2]}
>>> cluster_patterns(patterns,t=0.2)
{0: [], 1: [], 2: [], 3: []}
'''
result = {}
for idx, array1 in enumerate(pattern_list):
result.update({idx:[]})
for i,array2 in enumerate(pattern_list):
if i != idx:
if is_similar(array1,array2,t=t):
result[idx].append(i)
#print 'clusters:',len([k for k,v in result.iteritems() if len(v)])
return result
def stamp_to_date(stamp,time='utc'):
'''(int_or_float, float, str) => datetime.datetime
Convert UNIX timestamp to UTC or Local Time
>>> stamp = 1477558868.93
>>> print stamp_to_date(stamp,time='utc')
2016-10-27 09:01:08.930000
>>> print stamp_to_date(int(stamp),time='utc')
2016-10-27 09:01:08
>>> stamp_to_date(stamp,time='local')
datetime.datetime(2016, 10, 27, 11, 1, 8, 930000)
'''
if time.lower() == 'utc':
return datetime.datetime.utcfromtimestamp(stamp)
elif time.lower() == 'local':
return datetime.datetime.fromtimestamp(stamp)
else:
raise ValueError('"time" must be "utc" or "local"')
def future_value(interest,period,cash):
'''(float, int, int_or_float) => float
Return the future value obtained from an amount of cash
growing with a fix interest over a period of time.
>>> future_value(0.5,1,1)
1.5
>>> future_value(0.1,10,100)
259.37424601
'''
if not 0 <= interest <= 1:
raise ValueError('"interest" must be a float between 0 and 1')
for d in range(period):
cash += cash * interest
return cash
def entropy(sequence, verbose=False):
'''(string, bool) => float
Return the Shannon Entropy of a string.
Calculated as the minimum average number of
bits per symbol required for encoding the string.
The theoretical limit for data compression:
Shannon Entropy of the string * string length
'''
letters = list(sequence)
alphabet = list(set(letters)) # list of symbols in the string
# calculate the frequency of each symbol in the string
frequencies = []
for symbol in alphabet:
ctr = 0
for sym in letters:
if sym == symbol:
ctr += 1
frequencies.append(float(ctr) / len(letters))
# Shannon entropy
ent = 0.0
for freq in frequencies:
ent = ent + freq * math.log(freq, 2)
ent = -ent
if verbose:
print('Input string:')
print(sequence)
print()
print('Alphabet of symbols in the string:')
print(alphabet)
print()
print('Frequencies of alphabet symbols:')
print(frequencies)
print()
print('Shannon entropy:')
print(ent)
print('Minimum number of bits required to encode each symbol:')
print(int(math.ceil(ent)))
return ent
def quick_entropy(sequence):
'''(string, bool) => float
Return the Shannon Entropy of a string.
Compact version of entropy()
Calculated as the minimum average number of bits per symbol
required for encoding the string.
The theoretical limit for data compression:
Shannon Entropy of the string * string length.
'''
alphabet = set(sequence) # list of symbols in the string
# calculate the frequency of each symbol in the string
frequencies = []
for symbol in alphabet:
frequencies.append(sequence.count(symbol) / len(sequence))
# Shannon entropy
ent = 0.0
for freq in frequencies:
ent -= freq * math.log(freq, 2)
return ent
def percent_of(total, fraction):
'''(int_or_float,int_or_float) => float
Return the percentage of 'fraction' in 'total'.
Examples:
percent_of(150, 75)
>>> 50.0
percent_of(30, 90)
>>> 300.0
'''
return (100*fraction)/total
def buzz(sequence, noise=0.01):
'''(string,float) => string
Return a sequence with some random noise.
'''
if not noise:
return sequence
bits = set([char for char in sequence] + ['del','dup'])
r = ''
for char in sequence:
if random.random() <= noise:
b = random.sample(bits,1)[0]
if b == 'del':
continue
elif b == 'dup':
r += 2*char
else:
r += b
else:
r += char
return r
def simple_consensus(aligned_sequences_file):
'''file => string
Return the consensus of a series of fasta sequences aligned with muscle.
'''
# Generate consensus from Muscle alignment
sequences = []
seq = False
with open(aligned_sequences_file,'r') as f:
for line in f:
if line.startswith('\n'):
continue
if line.startswith('>'):
if seq:
sequences.append(seq)
seq = ''
else:
seq += line.strip()
sequences.append(seq)
#check if all sequenced have the same length
for seq in sequences:
assert len(seq) == len(sequences[0])
#compute consensus by majority vote
consensus = ''
for i in range(len(sequences[0])):
char_count = Counter()
for seq in sequences:
char_count.update(seq[i])
consensus += char_count.most_common()[0][0]
return consensus.replace('-','')
def print_sbar(n,m,s='|#.|',size=30,message=''):
'''(int,int,string,int) => None
Print a progress bar using the simbols in 's'.
Example:
range_limit = 1000
for n in range(range_limit):
print_sbar(n+1,m=range_limit)
time.sleep(0.1)
'''
#adjust to bar size
if m != size:
n =(n*size)/m
m = size
#calculate ticks
_a = int(n)*s[1]+(int(m)-int(n))*s[2]
_b = round(n/(int(m))*100,1)
#adjust overflow
if _b >= 100:
_b = 100.0
#to stdout
sys.stdout.write(f'\r{message}{s[0]}{_a}{s[3]} {_b}% ')
sys.stdout.flush()
def get_hash(a_string,algorithm='md5'):
'''str => str
Return the hash of a string calculated using various algorithms.
.. code-block:: python
>>> get_hash('prova','md5')
'189bbbb00c5f1fb7fba9ad9285f193d1'
>>> get_hash('prova','sha256')
'6258a5e0eb772911d4f92be5b5db0e14511edbe01d1d0ddd1d5a2cb9db9a56ba'
'''
if algorithm == 'md5':
return hashlib.md5(a_string.encode()).hexdigest()
elif algorithm == 'sha256':
return hashlib.sha256(a_string.encode()).hexdigest()
else:
raise ValueError('algorithm {} not found'.format(algorithm))
def get_first_transcript_by_gene_name(gene_name):
'''str => str
Return the id of the main trascript for a given gene.
The data is from http://grch37.ensembl.org/
'''
data = EnsemblRelease(75)
gene = data.genes_by_name(gene_name)
gene_id = str(gene[0]).split(',')[0].split('=')[-1]
gene_location = str(gene[0]).split('=')[-1].strip(')')
url = 'http://grch37.ensembl.org/Homo_sapiens/Gene/Summary?db=core;g={};r={}'.format(gene_id,gene_location)
for line in urlopen(url):
if '<tbody><tr><td class="bold">' in line:
return line.split('">')[2].split('</a>')[0]
def get_exons_coord_by_gene_name(gene_name):
'''str => OrderedDict({'exon_id':[coordinates]})
Return an OrderedDict having as k the exon_id
and as value a tuple containing the genomic coordinates ('chr',start,stop).
'''
gene = data.genes_by_name(gene_name)
gene_id = str(gene[0]).split(',')[0].split('=')[-1]
gene_location = str(gene[0]).split('=')[-1].strip(')')
gene_transcript = get_first_transcript_by_gene_name(gene_name).split('.')[0]
table = OrderedDict()
for exon_id in data.exon_ids_of_gene_id(gene_id):
exon = data.exon_by_id(exon_id)
coordinates = (exon.contig, exon.start, exon.end)
table.update({exon_id:coordinates})
return table
def get_exons_coord_by_gene_name(gene_name):
'''string => OrderedDict
.. code-block:: python
>>> table = get_exons_coord_by_gene_name('TP53')
>>> for k,v in table.items():
... print(k,v)
ENSE00002419584 ['7,579,721', '7,579,700']
'''
data = EnsemblRelease(75)
gene = data.genes_by_name(gene_name)
gene_id = str(gene[0]).split(',')[0].split('=')[-1]
gene_location = str(gene[0]).split('=')[-1].strip(')')
gene_transcript = get_first_transcript_by_gene_name(gene_name).split('.')[0]
url = 'http://grch37.ensembl.org/Homo_sapiens/Transcript/Exons?db=core;g={};r={};t={}'.format(gene_id,gene_location,gene_transcript)
str_html = get_html(url)
html = ''
for line in str_html.split('\n'):
try:
#print line
html += str(line)+'\n'
except UnicodeEncodeError:
pass
blocks = html.split('\n')
table = OrderedDict()
for exon_id in data.exon_ids_of_gene_id(gene_id):
for i,txt in enumerate(blocks):
if exon_id in txt:
if exon_id not in table:
table.update({exon_id:[]})
for item in txt.split('<td style="width:10%;text-align:left">')[1:-1]:
table[exon_id].append(item.split('</td>')[0])
return table
def split_overlap(iterable,size,overlap):
'''(list,int,int) => [[...],[...],...]
Split an iterable into chunks of a specific size and overlap.
Works also on strings!
Examples:
split_overlap(iterable=list(range(10)),size=3,overlap=2)
>>> [[0, 1, 2, 3], [2, 3, 4, 5], [4, 5, 6, 7], [6, 7, 8, 9]]
split_overlap(iterable=range(10),size=3,overlap=2)
>>> [range(0, 3), range(1, 4), range(2, 5), range(3, 6), range(4, 7), range(5, 8), range(6, 9), range(7, 10)]
'''
if size < 1 or overlap < 0:
raise ValueError('"size" must be an integer with >= 1 while "overlap" must be >= 0')
result = []
while True:
if len(iterable) <= size:
result.append(iterable)
return result
else:
result.append(iterable[:size])
iterable = iterable[size-overlap:]
def reorder_dict(d, keys):
'''(dict,list) => OrderedDict
Change the order of a dictionary's keys
without copying the dictionary (save RAM!).
Return an OrderedDict.
'''
tmp = OrderedDict()
for k in keys:
tmp[k] = d[k]
del d[k] #this saves RAM
return tmp
#test = OrderedDict({'1':1,'2':2,'4':4,'3':3})
#print(test)
#test2 = reorder_dict(test,['1','2','3','4'])
#print(test)
#print(test2)
#>>> OrderedDict([('2', 2), ('3', 3), ('4', 4), ('1', 1)])
#>>> OrderedDict()
#>>> OrderedDict([('1', 1), ('2', 2), ('3', 3), ('4', 4)])
def in_between(one_number, two_numbers):
'''(int,list) => bool
Return true if a number is in between two other numbers.
Return False otherwise.
'''
if two_numbers[0] < two_numbers[1]:
pass
else:
two_numbers = sorted(two_numbers)
return two_numbers[0] <= one_number <= two_numbers[1]
def is_overlapping(svA, svB, limit=0.9):
'''(list,list,float) => bool
Check if two SV ovelaps for at least 90% (limit=0.9).
svX = [chr1,brk1,chr2,brk2]
'''
# Step 1.
# Select the breaks in order to have lower coordinates first
if int(svA[1]) <= int(svA[3]):
chr1_A = svA[0]
brk1_A = int(svA[1])
chr2_A = svA[2]
brk2_A = int(svA[3])
else:
chr2_A = svA[0]
brk2_A = svA[1]
chr1_A = svA[2]
brk1_A = svA[3]
if int(svB[1]) <= int(svB[3]):
chr1_B = svB[0]
brk1_B = int(svB[1])
chr2_B = svB[2]
brk2_B = int(svB[3])
else:
chr2_B = svB[0]
brk2_B = int(svB[1])
chr1_B = svB[2]
brk1_B = int(svB[3])
# Step 2.
# Determine who is the longest
# Return False immediately if the chromosomes are not the same.
# This computation is reasonable only for sv on the same chormosome.
if chr1_A == chr2_A and chr1_B == chr2_B and chr1_A == chr1_B:
len_A = brk2_A - brk1_A
len_B = brk2_B - brk1_B
if len_A >= len_B:
len_reference = len_A
len_sample = len_B
else:
len_reference = len_B
len_sample = len_A
limit = round(len_reference * limit) # this is the minimum overlap the two sv need to share
# to be considered overlapping
# if the sample is smaller then the limit then there is no need to go further.
# the sample segment will never share enough similarity with the reference.
if len_sample < limit:
return False
else:
return False
# Step 3.
# Determine if there is an overlap
# >> There is an overlap if a least one of the break of an sv is in beetween the two breals of the other sv.
overlapping = False
for b in [brk1_A,brk2_A]:
if in_between(b,[brk1_B,brk2_B]):
overlapping = True
for b in [brk1_B,brk2_B]:
if in_between(b,[brk1_A,brk2_A]):
overlapping = True
if not overlapping:
return False
# Step 4.
# Determine the lenght of the ovelapping part
# easy case: if the points are all different then, if I sort the points,
# the overlap is the region between points[1] and points[2]
# |-----------------| |---------------------|
# |--------------| |-------------|
points = sorted([brk1_A,brk2_A,brk1_B,brk2_B])
if len(set(points)) == 4: # the points are all different
overlap = points[2]-points[1]
elif len(set(points)) == 3: #one point is in common
# |-----------------|
# |--------------|
if points[0] == points[1]:
overlap = points[3]-points[2]
# |---------------------|
# |-------------|
if points[2] == points[3]:
overlap = points[2]-points[1]
# |-----------------|
# |-------------|
if points[1] == points[2]:
return False # there is no overlap
else:
# |-----------------|
# |-----------------|
return True # if two points are in common, then it is the very same sv
if overlap >= limit:
return True
else:
return False
def load_obj(file):
'''
Load a pickled object.
Be aware that pickle is version dependent,
i.e. objects dumped in Py3 cannot be loaded with Py2.
'''
try:
with open(file,'rb') as f:
obj = pickle.load(f)
return obj
except:
return False
def save_obj(obj, file):
'''
Dump an object with pickle.
Be aware that pickle is version dependent,