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bloom_filter.py
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import mmh3
import base64
import math
class BloomFilter:
def __init__(self, dict):
self.k = int(dict.get('k'), 16) if type(
dict.get('k')) == str else dict.get('k')
self.m = int(dict.get('m'), 16) if type(
dict.get('m')) == str else dict.get('m')
self.base64_data = dict.get('bitset')
self.bitset = None
def has(self, key):
if self.bitset is None:
self.bitset = BitSet({'m': self.m, 'bitset': self.base64_data})
indices = self.get_indices(key)
for index in indices:
if not self.bitset.has(index):
return False
return True
def get_indices(self, key):
indices = []
base_hashes = self.get_base_hashes(key)
for i in range(self.k):
a = base_hashes[i % 2]
b = (i + (i % 2)) % 4
c = 2 + (b/2)
d = 0xFFFFFFFFFFFFFFFF & (
i * base_hashes[int(c)]) # truncate 64 bits
location = 0xFFFFFFFFFFFFFFFF & (a + d) # truncate 64 bits
indices.append(location % self.m)
return indices
def get_base_hashes(self, key):
val1, val2 = mmh3.hash64(key, 0, signed=False)
# convert key string to bytearray
b = bytearray()
b.extend(key.encode())
# append 1
b.append(1)
val3, val4 = mmh3.hash64(bytes(b), 0, signed=False)
return [val1, val2, val3, val4]
class BitSet:
def __init__(self, dict):
# first Uint64 (i.e. 8 bytes) encodes m, next Uint64 encodes k, next Uint64 encodes m again (so we slice them out)
decoded_bytes = base64.b64decode(dict.get('bitset'))[8*3:]
# how many Uint64 do we need to store m bits
array_length = math.ceil(dict.get('m') / 64)
self.data = []
for i in range(array_length):
bytes_index = 8*i
self.data.append(int.from_bytes(
decoded_bytes[bytes_index:bytes_index+8], "big")) # read as big endian
def has(self, index):
word_index = index >> 6
words_index_i = index & (64-1)
mask = int(math.pow(2, words_index_i))
word = self.data[word_index]
return (word & mask) != 0