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Performance Post #1211 · source on Telegram

When Your Code's Performance is a Global Disaster

Description

A meme featuring the character Homer Simpson from 'The Simpsons' sitting down and seriously reading a blue book. The book's cover has the text 'AM I DISABLED?' in large, prominent letters. Above the image, a caption reads: 'When the coronavirus is growing exponentially but your program's time complexity still beats it easily'. A watermark for 't.me/dev_meme' is in the bottom left corner. The humor is self-deprecating, targeting the developer who has just realized their algorithm is so inefficient that its exponential growth in runtime is worse than the spread of a global pandemic. It's a relatable moment of horror for any engineer who has confronted the performance implications of a poorly designed algorithm, using the very current (at the time) crisis of COVID-19's spread as a benchmark for just how bad their code is

Comments

7
Anonymous ★ Top Pick My algorithm's runtime isn't measured in milliseconds, it's measured in epidemiological models
  1. Anonymous ★ Top Pick

    My algorithm's runtime isn't measured in milliseconds, it's measured in epidemiological models

  2. Anonymous

    COVID peaks in months; our O(n!) pricing engine peaks before the JVM finishes warming up - someone call the epidemiologists, we found the real superspreader

  3. Anonymous

    When you realize your O(n!) solution is technically correct but the heat death of the universe will arrive before your code review

  4. Anonymous

    The real irony here is that while we're smugly comparing our O(n log n) sorting algorithm to exponential pandemic growth, we're probably running it on a dataset of 10 items in a microservice that gets called twice a day - but hey, at least our Big O notation looks impressive in the code review

  5. Anonymous

    If your runtime curve outpaces an R0 chart, the fix isn’t HPA or more nodes - rewrite it; Kubernetes scales pods, not n!

  6. Anonymous

    Exponential is quaint - our scheduler goes full Ackermann whenever a node flakes; the only way we flattened that curve was deleting the feature

  7. Anonymous

    COVID's O(2^t) spread? My naive recursion's O(n!) hits escape velocity first

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