Compute signature matrix using NumPy
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@ -1,8 +1,13 @@
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import argparse
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import re
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import random
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import unicodedata
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import sys
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from typing import Generator
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import numpy as np
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SHINGLE_SIZE = 5 # Known as k
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PERMUTATIONS_COUNT = 3
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def parse_args(argv: dict = None) -> argparse.Namespace:
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@ -26,21 +31,38 @@ def normalize(doc: str) -> str:
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).casefold().encode('ascii', 'ignore').decode('ascii')
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def compute_shingles(docs: list[str], single_size: int) -> Generator[set[int], any, None]:
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def compute_shingles(docs: list[str], single_size: int) -> np.ndarray:
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shingle_matrix = np.zeros((2, len(docs)))
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shingle_id = {}
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id_shingle = []
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ids = 0
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for d in docs:
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char_shing = [d[i:i + single_size] for i in range(len(d) - single_size + 1)]
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sid = set()
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for doc_id, doc in enumerate(docs):
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char_shing = [doc[i:i + single_size] for i in range(len(doc) - single_size + 1)]
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for sh in char_shing:
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if sh not in shingle_id:
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shingle_id[sh] = ids
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id_shingle.append(sh)
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ids = ids + 1
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sid.add(shingle_id[sh])
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yield sid
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shingle_id[sh] = len(shingle_id)
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if shingle_id[sh] >= len(shingle_matrix):
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# Extend matrix, double its size
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shingle_matrix = np.append(shingle_matrix, np.zeros(shingle_matrix.shape), axis=0)
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shingle_matrix[shingle_id[sh], doc_id] = 1
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shingle_matrix = shingle_matrix[:len(shingle_id)]
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return shingle_matrix
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def min_hash(doc: str, perm: list[str]) -> str:
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for d in perm:
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if d in doc:
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return d
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def compute_signature_matrix(shingles: np.ndarray, permutations_count: int) -> np.ndarray:
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permutation_matrix = np.zeros((permutations_count, len(shingles)))
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for i in range(permutations_count):
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permutation_matrix[i] = np.random.permutation(len(shingles))
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return permutation_matrix @ shingles
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def jaccard_similarity(doc1: set, doc2: set) -> float:
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@ -56,14 +78,8 @@ def parse(stream, similarity: float) -> None:
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docs = [line.rstrip('\n') for line in stream]
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docs = [normalize(doc) for doc in docs] # Remove special characters and normalize accents
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shingles = list(compute_shingles(docs, 5))
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for i, doc1 in enumerate(shingles):
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for j in range(i + 1, len(shingles)):
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doc2 = shingles[j]
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d = jaccard_similarity(doc1, doc2)
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if d >= similarity:
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print(f"{i} {j} {d:.06f}")
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shingles = compute_shingles(docs, SHINGLE_SIZE)
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signature = compute_signature_matrix(shingles, PERMUTATIONS_COUNT)
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def main():
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