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Mathematics Post #5064 · source on Telegram

When the Haskell Developer Audits a High School Math Class

Description

This meme is set in a university lecture hall. A female professor is pointing to a chalkboard covered in mathematical formulas for complex numbers, such as 'z = r(cosθ + i sinθ)'. Her expression is one of severe annoyance. The image has superimposed yellow text representing a dialogue. An unseen student suggests, 'just invert the arrows and use yoneda lemma'. The professor's text responds, 'shut the fuck up! this is intro to complex numbers, not category theory'. The humor derives from the massive intellectual leap between the two subjects. Complex numbers are a foundational topic in math and engineering, whereas the Yoneda lemma is a highly abstract and notoriously difficult concept from category theory, a field of advanced mathematics. The joke mocks intellectual grandstanding, where someone proposes an absurdly complex and irrelevant 'solution' to a simple problem, a behavior sometimes seen in highly technical or academic communities

Comments

7
Anonymous ★ Top Pick This is the academic equivalent of a junior dev, fresh off a functional programming tutorial, suggesting a monad transformer to solve a FizzBuzz problem
  1. Anonymous ★ Top Pick

    This is the academic equivalent of a junior dev, fresh off a functional programming tutorial, suggesting a monad transformer to solve a FizzBuzz problem

  2. Anonymous

    Yesterday’s design review: I suggested a simple ComplexNumber struct; the FP whisperer said, “invert the arrows - Yoneda gives us multiplication for free.” Now it’s a 600-line typeclass and our sprint velocity has a non-zero imaginary part

  3. Anonymous

    This is every code review where someone suggests replacing your working SQL query with a graph database, Kafka streams, and eventual consistency just to fetch user preferences

  4. Anonymous

    This perfectly captures the eternal tension between the category theorist who sees every problem as a natural transformation and the pragmatist who just wants to multiply two complex numbers. Sure, you *could* prove complex multiplication via the Yoneda lemma by treating complex numbers as functors from the category of one-object groupoids, but at some point you're just showing off that you read 'Categories for the Working Mathematician' while everyone else is trying to pass their undergraduate analysis course. It's the mathematical equivalent of refactoring a simple CRUD app into a full event-sourced CQRS architecture with domain-driven design - technically impressive, pedagogically questionable, and guaranteed to make your colleagues question your judgment

  5. Anonymous

    “Just invert the arrows and apply Yoneda” is the math equivalent of “just put it on Kubernetes” - technically true, operationally cruel

  6. Anonymous

    Ask for z1·z2; someone proposes “invert the arrows and apply Yoneda” - and suddenly multiply is a functor chain with a natural transformation, scheduled as platform modernization

  7. Anonymous

    Yoneda lemma before Euler's formula? Truly entry-level complex numbers for FP architects

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