5 Best Ways to Scrape and Find Ordered Words in a Dictionary in Python

πŸ’‘ Problem Formulation: Imagine you have a sizable English dictionary and you want to extract words containing letters in a specific order. For instance, you have the ordered sequence “h-e-l-p” and you need to find words like “helpful” or “helper” that contain these letters in the same order. This article will take you through different Python methods to easily solve this problem.

Method 1: Using Regular Expressions

This method involves utilizing Python’s re module, which allows for string searching and manipulation using regular expressions. By employing a regex pattern, we can effectively identify words containing a specific ordered sequence of letters from a list of words (our dictionary).

Here’s an example:

import re

dictionary = ["apple", "help", "helium", "pen", "helpful", "unhelpful"]
sequence = "h-e-l-p"
pattern = ".*".join(sequence.split('-'))
matched_words = [word for word in dictionary if re.search(pattern, word)]

print(matched_words)
    

Output:

['help', 'helpful', 'unhelpful']
    

In this snippet, we define pattern by joining our sequence with “.*” which in regex means ‘any number of any characters’. We then filter those words in our dictionary list that match the created pattern. This efficiently returns the words containing our specified ordered sequence.

Method 2: Iterative String Matching

This is a brute-force technique where we iterate over each word in the dictionary and each letter in the ordered sequence to check if they appear in the correct order. This method does not require any additional libraries and is an intuitive approach for ordered character sequence matching.

Here’s an example:

def is_ordered_word(word, sequence):
    seq_idx = 0
    for letter in word:
        if letter == sequence[seq_idx]:
            seq_idx += 1
        if seq_idx == len(sequence):
            return True
    return False

dictionary = ["hope", "slope", "posh", "lopes"]
sequence = "hops"
ordered_words = [word for word in dictionary if is_ordered_word(word, sequence)]

print(ordered_words)
    

Output:

['slope', 'lopes']
    

The function is_ordered_word checks if a word contains all the letters of the sequence in order by iterating over each character. If the sequence is fully matched within the word, the function returns True. We apply this function to each word in our dictionary to find our ordered words.

Method 3: Using itertools.dropwhile

The itertools.dropwhile function can be used to skip characters in a word until a condition is met. We can use this to check for our ordered sequence by progressively dropping characters from the word that do not match our sequence.

Here’s an example:

from itertools import dropwhile

dictionary = ["echo", "photography", "phrase", "ephemeral"]
sequence = "pho"

def is_ordered_match(word, sequence):
    for letter in sequence:
        word = dropwhile(lambda x: x != letter, word)
        try:
            next(word)
        except StopIteration:
            return False
    return True

ordered_words = [word for word in dictionary if is_ordered_match(word, sequence)]

print(ordered_words)
    

Output:

['photography']
    

The function is_ordered_match uses dropwhile to discard characters until it matches the current sequence character. It then checks the rest of the sequence against the remaining letters in the word. If any sequence letter is not found, False is returned, otherwise, True.

Method 4: Using Recursion

Recursion provides a clean and mathematical approach to the problem. The function calls itself with a smaller piece of the problem until a base case is reached. This method is especially useful when the order and presence of characters in the word is as important as the sequence itself.

Here’s an example:

def recursive_ordered_search(word, sequence):
    if not sequence:
        return True
    if not word:
        return False
    if word[0] == sequence[0]:
        return recursive_ordered_search(word[1:], sequence[1:])
    else:
        return recursive_ordered_search(word[1:], sequence)

dictionary = ["help", "looped", "poodle"]
sequence = "loop"
ordered_words = [word for word in dictionary if recursive_ordered_search(word, sequence)]

print(ordered_words)
    

Output:

['looped', 'poodle']
    

As we see in recursive_ordered_search, the function recursively searches for the sequence within the word, reducing the size of the word and sequence with each recursive call. Once the function finds the full sequence or exhausts the word, it returns the result.

Bonus One-Liner Method 5: List Comprehensions with Conditions

This method takes advantage of Python’s list comprehension feature to create a concise one-liner. It combines checking for letter order and dictionary searching into a single, readable line of code.

Here’s an example:

dictionary = ["heroic", "phone", "ephemeral", "heroplane"]
sequence = "hero"
ordered_words = [word for word in dictionary if ''.join(word[i] for i in range(len(word)) if word[i] in sequence) == sequence]

print(ordered_words)
    

Output:

['heroic', 'heroplane']
    

The list comprehension filters the dictionary based on whether the concatenation of characters in the word that are in the sequence equals the sequence. It’s compact but may not always be the most readable, especially for those new to Python.

Summary/Discussion

  • Method 1: Using Regular Expressions. Strengths: Very powerful and concise. Weaknesses: May be overkill for simple sequence checks and requires some understanding of regex syntax.
  • Method 2: Iterative String Matching. Strengths: Easy to understand and implement. Weaknesses: Can be inefficient, especially with large dictionaries.
  • Method 3: Using itertools.dropwhile. Strengths: Elegant use of an iterator to skip unnecessary characters. Weaknesses: Less straightforward, with potential performance overhead on large strings.
  • Method 4: Using Recursion. Strengths: Clean and mathematical. Weaknesses: Risk of reaching Python’s recursion limit on very long words or sequences.
  • Bonus Method 5: List Comprehensions with Conditions. Strengths: Extremely concise. Weaknesses: Potentially hard to read and understand; not the most performance-efficient.