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Home/ Questions/Q 7581791
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Editorial Team
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Editorial Team
Asked: May 30, 20262026-05-30T18:16:43+00:00 2026-05-30T18:16:43+00:00

I am writing some Python code to implement some of the concepts I have

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I am writing some Python code to implement some of the concepts I have recently been learning, related to inverted indices / postings lists. I’m quite new to Python and am having some trouble understanding its efficiencies in some cases.

Theoretically, creating an inverted index of a set of documents D, each with a unique ID doc_id should involve:

  1. Parsing / performing lexical analysis of each document in D
  2. Removing stopwords, performing stemming etc.
  3. Creating a list of all (word,doc_id) pairs
  4. Sorting the list
  5. Condensing duplicates into {word:[set_of_all_doc_ids]} (inverted index)

Step 5 is often carried out by having a dictionary containing the word with meta-data (term frequency, byte offsets) and a pointer to the postings list (list of documents it occurs in). The postings list is often implemented as a data structure which allows efficient random insert, i.e. a linked list.

My problem is that Python is a higher-level language, and direct use of things like memory pointers (and therefore linked lists) seems to be out of scope. I am optimising before profiling because for very large data sets it is already known that efficiency must be maximised to retain any kind of ability to calculate the index in a reasonable time.

Several other posts exist here on SO about Python inverted indices and, like MY current implementation, they use dictionaries mapping keys to lists (or sets). Is one to expect that this method have similar performance to a language which allows direct coding of pointers to linked lists?

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  1. Editorial Team
    Editorial Team
    2026-05-30T18:16:44+00:00Added an answer on May 30, 2026 at 6:16 pm

    There are a number of things to say:

    1. If random access is required for a particular list implementation, a linked list is not optimal (regardless of the programming language used). To access the ith element of the list, a linked list requires you to iterate all the way from the 0th to the ith element. Instead, the list should be stored as one continuous block (or several large blocks if it is very long). Python lists [...] are stored in this way, so for a start, a Python list should be good enough.

    2. In Python, any assignment a = b of an object b that is not a basic data type (such as int or float), is performed internally by passing a pointer and incrementing the reference count to b. So if b is a list or a dictionary (or a user-defined class, for that matter), this is in principle not much different from passing a pointer in C or C++.

    3. However, there is obviously some overhead caused by a) reference counting and b) garbage collection. If the implementation is for study purposes, i.e. to understand the concepts of inverted indexing better, I would not worry about that. But for a serious, highly-optimized implementation, using pure Python (rather than, e.g. C/C++ embedded into Python) is not advisable.

    4. As you optimise the implementation of your postings list further, you will probably see the need to a) make random inserts, b) keep it sorted and c) keep it compressed – all at the same time. At that point, the standard Python list won’t be good enough any more, and you might want to look into implementing a more optimised list representation in C/C++ and embed it into Python. However, even then, sticking to pure Python would probably be possible. E.g. you could use a large string to implement the list and use itertools and buffer to access specific parts in a way that is, to some extent, similar to pointer arithmetic.

    5. One thing that you should always keep in mind when dealing with strings in Python is that, despite what I said above about assignment operations, the substring operation text[i:j] involves creating an actual (deep) copy of the substring, rather than merely incrementing a reference count. This can be avoided by using the buffer data type mentioned above.

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