Why Math’s Final Axiom Proved So Controversial

·Quanta Magazine··

How do mathematicians decide that something is true? They write a proof. Often they start with proofs that already exist, building on or drawing connections between proven claims. Each of these proofs, in turn, has relied on other proofs to make its point, and so on. Proofs upon proofs. Truths upon truths. But eventually this process must come to an end. At some point, things are true simply… Source

Read full article →

Related Articles

US–Indian space mission maps extreme subsidence in Mexico City
leopoldj · Hacker News · 20d ago
Why are neural networks and cryptographic ciphers so similar? (2025)
jxmorris12 · Hacker News · 19d ago
Fun with polynomials and linear algebra; or, slight abstract nonsense
LolWolf · Hacker News · 20d ago
The Mathematical Dance Inside Plant Cells
isaacfrond · Hacker News · 16d ago
Easy Random Trees
aebtebeten · Hacker News · 15d ago