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Implement and use a version comparator | Nextdoor Coding Question

Quick Overview

Implement and use a version comparator evaluates algorithm design, data structures, correctness, complexity, edge cases, and implementation details in a realistic interview setting. A strong answer states assumptions, handles edge cases, explains trade-offs, and shows how to validate the result clearly.

Implement and use a version comparator

Company: Nextdoor

Role: Machine Learning Engineer

Category: Coding & Algorithms

Difficulty: medium

Interview Round: Technical Screen

You are given up to 100,000 version-like identifiers (e.g., "1.0", "01.2.0", "2.0.0-alpha", "1.10.3"). Implement compare(a, b) that orders identifiers by: ( 1) split by '.', compare numeric segments as integers; ( 2) missing segments are treated as 0; ( 3) pre-release tags (e.g., '-alpha', '-beta', '-rcN') sort before the corresponding release; numeric build metadata after a '+' is ignored for ordering. Use your comparator to return the list sorted in ascending order. Discuss time and space complexity and edge cases (leading zeros, different lengths, non-numeric segments). Provide code.

Quick Answer: Implement and use a version comparator evaluates algorithm design, data structures, correctness, complexity, edge cases, and implementation details in a realistic interview setting. A strong answer states assumptions, handles edge cases, explains trade-offs, and shows how to validate the result clearly.

You are given up to 100,000 version-like identifiers (e.g., "1.0", "01.2.0", "2.0.0-alpha", "1.10.3"). Implement a comparator that orders identifiers by the following rules, then return the list sorted in ascending order: 1. Split each identifier by '.' and compare the numeric segments as integers (so '1.10' > '1.9', and leading zeros are ignored: '01' == '1'). 2. Missing trailing segments are treated as 0, so '1', '1.0', and '1.0.0' are all equal in numeric core. 3. A pre-release tag introduced by '-' (e.g. '-alpha', '-beta', '-rcN') sorts BEFORE the corresponding release with the same numeric core. Among pre-release tags the order is alpha < beta < rc, and an rc's trailing number compares as an integer (rc1 < rc2 < rc10). Build metadata after a '+' (e.g. '+build5') is ignored for ordering. Return the list sorted ascending. When two identifiers compare equal, keep their original relative order (stable sort). Also be able to discuss time/space complexity and edge cases (leading zeros, different lengths, non-numeric segments).

Constraints

0 <= number of identifiers <= 100000
Each identifier is a non-empty string of numeric segments separated by '.', optionally followed by a '-' pre-release tag and/or a '+' build-metadata suffix.
Numeric segments fit in a 64-bit integer; leading zeros are allowed.
Pre-release names considered: alpha, beta, rc (with an optional trailing integer); any other tag is treated as ranking after rc.
Sort must be stable: equal identifiers keep their original relative order.

Examples

Input: (["1.0", "01.2.0", "2.0.0-alpha", "1.10.3"],)

Expected Output: ['1.0', '01.2.0', '1.10.3', '2.0.0-alpha']

Explanation: Numeric cores: 1.0 < 1.2.0 (01 == 1) < 1.10.3 < 2.0.0. The pre-release '-alpha' on 2.0.0 only matters relative to a 2.0.0 release, which is absent, so it stays last.

Input: (["1.0.0", "1.0.0-alpha", "1.0.0-beta", "1.0.0-rc1"],)

Expected Output: ['1.0.0-alpha', '1.0.0-beta', '1.0.0-rc1', '1.0.0']

Explanation: Same numeric core 1.0.0. Pre-releases sort before the release in the order alpha < beta < rc, and the plain '1.0.0' release comes last.

Hints

Strip build metadata (everything from '+' onward) first; it never affects ordering.
Split the numeric core on '.' and compare segment-by-segment as integers, treating any missing segment in the shorter version as 0. Parsing each segment as an int automatically handles leading zeros (01 -> 1).
Only after the numeric cores tie does the pre-release tag matter: map it to a sortable key where a missing tag (a real release) ranks ABOVE every pre-release, and alpha < beta < rc, with rc's trailing number compared numerically (rc2 < rc10).
Use a custom comparator (functools.cmp_to_key in Python, Comparator in Java, a lambda in C++, or Array.prototype.sort's compare fn in JS) and rely on a stable sort for ties.