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how-math-works

Original: how-math-works on Saturday Morning Breakfast Cereal

Transcript

Title: HOW MATH WORKS:

STEP 1: INSIGHT
A man (red hair, beard): "MY GOD! I WONDER IF THIS IS TRUE."

STEP 2: RESISTANCE
An older bearded man: "IMPOSSIBLE! INSANE!"
Another bearded man: "IT'S NOT JUST INCORRECT, IT'S AN ENTIRELY NEW CATEGORY OF STUPID!"

STEP 3: DEBATE
A bearded man (hand on chin): "IT LOOKS RIGHT BUT PERHAPS WE COULD RESTRUCTURE ALL OF MATHEMATICS IN A WAY THAT MAKES IT WRONG."

STEP 4: ADDITIONAL DECADES OF DEBATE
(A hand writing dense equations on paper.)

STEP 5: CHANGING OF THE GUARD
A man: "I WILL NEVER UNDERSTAND IT. I WILL NEVER BELIEVE IT. AS I GO INTO DEATH WITH MY FINAL BREATH, I SPIT ON YOUR THEOREM."

STEP 6: TRANSMISSION TO STUDENTS
A teacher to students: "NOW DO YOU GET THIS CONCEPT? WE SPENT AN HOUR ON IT YESTERDAY."

Votey:
A man holding a piece of chalk: "Perhaps this absurd example problem will help."

Alt text

A six-panel SMBC comic titled "HOW MATH WORKS:" laying out the lifecycle of a mathematical idea. STEP 1: INSIGHT — a red-haired bearded man exclaims, "My God! I wonder if this is true." STEP 2: RESISTANCE — two older bearded men object, one shouting "Impossible! Insane!" and another, "It's not just incorrect, it's an entirely new category of stupid!" STEP 3: DEBATE — a bearded man with hand on chin muses, "It looks right but perhaps we could restructure all of mathematics in a way that makes it wrong." STEP 4: ADDITIONAL DECADES OF DEBATE — a hand writes a page full of dense equations. STEP 5: CHANGING OF THE GUARD — a dying man declares, "I will never understand it. I will never believe it. As I go into death with my final breath, I spit on your theorem." STEP 6: TRANSMISSION TO STUDENTS — a teacher casually asks bored students, "Now do you get this concept? We spent an hour on it yesterday." The joke is that a hard-won mathematical breakthrough, fought over for generations, gets reduced to a forgettable one-hour classroom lesson. Votey (bonus panel): a smiling man holding a stick of chalk says, "Perhaps this absurd example problem will help."

Transcribed by Claude Opus 4.8.